Guinness Nigeria Massive Recruitment Exercise July 2010
Guinness Nigeria, a subsidiary of the prestigious Diageo Plc of the United Kingdom, was incorporated in 1962 with the building of a brewery in Ikeja, the heart of Lagos. The brewery was the first outside of Ireland and Great Britain. Other breweries have been opened over time – Benin City brewery in 1974 and Ogba brewery in 1982. Guiness Nigeria is recruiting for the following Vacant positions:
HR Business Partner (Aba) Human Resources Full Time Nigeria Aba
Compliance & Ethics Manager Finance Full Time Nigeria Lagos
Health Safety and Environmental Manager Supply Full Time Nigeria Aba
Utilities Technician Supply Full Time Nigeria Aba
Logistics Technician Supply Full Time Nigeria Aba
Maintenance Planner Supply Full Time Nigeria
Maintenance Technician – Mechanical & Electrical Supply Full Time Nigeria
Services Manager Supply Full Time Nigeria
QUALITY MANAGER Supply Full Time Nigeria
Site Logistics Manager Supply Full Time Nigeria
Site PA / SAP Orderer Supply Full Time Nigeria
Shift Manager Supply Full Time Nigeria Aba
Technical Operator Supply Full Time Nigeria
Warehouse Technician Supply Full Time Nigeria
Brewing Technician Supply Full Time Nigeria
Engineering Services Manager Supply Full Time Nigeria
Laboratory Technician Supply Full Time Nigeria
Distributor Development Manager
How to Apply – Click on the link below to Start Application
Diaego link:
: http://www.diageo-careers.com/Pages/Nigeria-en-01.aspx
then Click on Search and apply, Click on Search openings, Select Nigeria as the country and apply online
Goodluck 2 Every1.....
FRONT DESK OFFICER NEEDED IN ABUJA
Posted by Jackson Kelly Nathans | Tuesday, July 27, 2010 | Posted in
Front desk officer needed in Abuja
Nkwell Nigera Limited is recruiting for an Oil and Gas Company in Abuja. Interestes apllicant should please send their CV to inkwell.rtc@gmail.com before 4th August 2010
The post of front desk officer. http://upload.wikimedia.org/wikipedia/commons/thumb/
Please be guided with the following requirement:
¨ Gender: female
¨ Location: Abuja
¨ Must be computer literate, good looking, fluent in English language. good communication and inter personal relationship
¨ Must be conversant with the area she is applying for
GTBANK CAREER
Posted by Jackson Kelly Nathans | | Posted in
Gtbank has opened a new portal on their website page where u can drop
ur resume.upload your resume as fast as u can a reliable
source has it that it will be opened for just seven(7) days.
First visit www.gtbank.com
Go to their careers link and click on join our team.
All u need to do is register first,then upload your resume.its interactive and very simple.its for both fresh and exprerienced graduat
All the best
Agency to empower 200 youths in Abuja
Posted by Jackson Kelly Nathans | | Posted in
Image via Wikipedia
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Job Vacancies as at 23rd July, 2010
Posted by Jackson Kelly Nathans | Sunday, July 25, 2010 | Posted in inspiration
JOB VACANCIES AS AT 23RD JULY 2010
UNITED GEOPHYSICAL (NIGERIA) LIMITED is seeking to engage additional Nigerian professional and technical staff to serve and operate anywhere in Nigeria to fill the following positions.
EXPERINCED ACCOUNTANT (Ref: EX-ACC 07/10)
*They are looking for accountants to work in their Lagos office and field locations.
* Applicants must possess a minimum of second class university degree or HND in Accounting.
* He or She must be a qualified or part-qualified accountant with a minimum of two years working experience in the private sector outside of audit practice.
* Applicant must be proficient in the use of Microsoft office and at least one accounting package. Please only apply if you meet the above criteria.
REMUNERATION
United Geophysical (Nig) Ltd offer a competitive remuneration package commensurate with the level of experience of the successful candidates.
METHOD OF APPLICATION
Applicants should send full CV photocopies of credentials with cover letter in a sealed envelop marked with the reference stated to:
The Human Resource Manager,
United Geophysical (Nigeria) Limited
5b, Remi fani-Kayode Avenue,
G.R.A. Ikeja,
P.O. box 286,
Ikeja, lagos.
EXPERINCED FINANCE MANAGER (Ref: EX-FIN.M 07/10)
*They are looking for an experienced finance manager to assist in managing and developing all the functions of their accounts department as their company grows
* Applicants must possess a minimum of second class university degree or HND in Accounting.
* He or She must qualified accountant with a minimum of five years working experience in the private sector outside of audit practice.
* He or She must be experienced in managing staff, preparation of management accounts, budgeting, cash flows, banking, tax and payroll
* Applicant must be proficient in the use of Microsoft office and at least one accounting package. Please only apply if you meet the above criteria.
REMUNERATION
United Geophysical (Nig) Ltd offer a competitive remuneration package commensurate with the level of experience of the successful candidates.
METHOD OF APPLICATION
Applicants should send full CV photocopies of credentials with cover letter in a sealed envelop marked with the reference stated to:
The Human Resource Manager,
United Geophysical (Nigeria) Limited
5b, Remi fani-Kayode Avenue,
G.R.A. Ikeja,
P.O. box 286,
Ikeja, lagos.
Only short-listed candidates will be contacted.
Job Closing Date: 29th July, 2010.
Disclaimer: CIF is not the employer of the jobs listed above but an NGO with the passion to source for job vacancies for the teeming population of local and foreign youths. Please be careful while you give it a trial.
“WE DO THE JOB SOURCING, YOU DO THE TRIAL”
Thank you for being a regular visitor to www.careerzon.blogspot.com , don’t give up hope!
Good luck!
Kelly Nwachukwu,
For: CAREERZON INTERNATIONAL FOUNDATION.
Most frequent Gmat problems. Part 1
Posted by Jackson Kelly Nathans | | Posted in Gmat part 1.
GMAT MAF:28
Difficult Problems from the Math Section
1. The sum of the even numbers between 1 and n is 79*80, where n is an odd number, then n=?
Sol: First term a=2, common difference d=2 since even number
therefore sum to first n numbers of Arithmetic progression would be
n/2(2a+(n-1)d)
= n/2(2*2+(n-1)*2)=n(n+1) and this is equal to 79*80
therefore n=79 which is odd...
2. The price of a bushel of corn is currently $3.20, and the price of a peck of wheat is $5.80. The price of corn is increasing at a constant rate of 5x cents per day while the price of wheat is decreasing at a constant rate of cents per day. What is the approximate price when a bushel of corn costs the same amount as a peck of wheat?
(A) $4.50
(B) $5.10
(C) $5.30
(D) $5.50
(E) $5.60
Soln: 320 + 5x = 580 - .41x; x = # of days after price is same;
solving for x; x is approximately 48, thus the required price is 320 + 5 * 48 = 560 cents = $5.6
3. How many randomly assembled people do u need to have a better than 50% prob. that at least 1 of them was born in a leap year?
Soln: Prob. of a randomly selected person to have NOT been born in a leap yr = 3/4
Take 2 people, probability that none of them was born in a leap = 3/4*3/4 = 9/16. The probability at least one born in leap = 1- 9/16 = 7/16 < 0.5
Take 3 people, probability that none born in leap year = 3/4*3/4*3/4 = 27/64.
The probability that at least one born = 1 - 27/64 = 37/64 > 0.5
Thus min 3 people are needed.
4. In a basketball contest, players must make 10 free throws. Assuming a player has 90% chance of making each of his shots, how likely is it that he will make all of his first 10 shots?
Ans: The probability of making all of his first 10 shots is given by
(9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10) = (9/10)^10 = 0.348 => 35%
5. AB + CD = AAA, where AB and CD are two-digit numbers and AAA is a three digit number; A, B, C, and D are distinct positive integers. In the addition problem above, what is the value of C?
(A) 1
(B) 3
(C) 7
(D) 9
(E) Cannot be determined
Ans: AB + CD = AAA
Since AB and CD are two digit numbers, then AAA must be 111
Therefore 1B + CD = 111
B can assume any value between 3 and 9
If B = 3, then CD = 111-13 = 98 and C = 9
If B = 9, then CD = 111-19 = 92 and C = 9
So for all B between 3 & 9, C = 9
Therefore the correct answer is D (C = 9)
6. A and B ran a race of 480 m. In the first heat, A gives B a head start of 48 m and beats him by 1/10th of a minute. In the second heat, A gives B a head start of 144 m and is beaten by 1/30th of a minute. What is B’s speed in m/s?
(A) 12
(B) 14
(C) 16
(D) 18
(E) 20
Ans: race 1 :- ta = tb-6 ( because A beats B by 6 sec)
race 2 :- Ta = tb+2 ( because A looses to B by 2 sec)
By the formula D= S * T
we get two equations
480/Sa = 432/Sb -6 ------------1)
480/Sa = 336/Sb +2------------2)
Equating these two equations we get Sb = 12
ta,Sa stand for time taken by A and speed of A resp.
7. A certain quantity of 40% solution is replaced with 25% solution such that the new concentration is 35%. What is the fraction of the solution that was replaced?
(A) 1/4
(B) 1/3
(C) 1/2
(D) 2/3
(E) ¾
Ans: Let X be the fraction of solution that is replaced.
Then X*25% + (1-X)*40% = 35%
Solving, you get X = 1/3
8. A person buys a share for $ 50 and sells it for $ 52 after a year. What is the total profit made by him from the share?
(I) A company pays annual dividend
(II) The rate of dividend is 25%
(A) Statement (I) ALONE is sufficient, but statement (II) alone is not sufficient
(B) Statement (II) ALONE is sufficient, but statement (I) is not sufficient
(C) BOTH statements TOGETHER are sufficient, but NEITHER statement alone is sufficient
(D) Each statement ALONE is sufficient
(E) Statements (I) and (II) TOGETHER are NOT sufficient
9. A bag contains 3 red, 4 black and 2 white balls. What is the probability of drawing a red and a white ball in two successive draws, each ball being put back after it is drawn?
(A) 2/27
(B) 1/9
(C) 1/3
(D) 4/27
(E) 2/9
Ans: Case I: Red ball first and then white ball
P1 = 3/9*2/9= 2/27
Case 2: White ball first and then red ball
P2 = 2/9*3/9 = 2/27
Therefore total probability: p1 + p2 = 4/27
10. What is the least possible distance between a point on the circle x^2 + y^2 = 1 and a point on the line y = 3/4*x - 3?
A) 1.4
B) sqrt (2)
C) 1.7
D) sqrt (3)
E) 2.0
Ans: The equation of the line will be 3x - 4y - 12 = 0.
This crosses the x and y axis at (0,-3) and (4,0)
The circle has the origin at the center and has a radius of 1 unit.
So it is closest to the given line when, a perpendicular is drawn to the line, which passes through the origin.
This distance of the line from the origin is 12 / sqrt (9 + 16) which is 2.4
[Length of perpendicular from origin to line ax +by + c = 0 is
mod (c / sqrt (a^2 + b^2))]
The radius is 1 unit.
So the shortest distance is 2.4 - 1 unit = 1.4 units
11.
In the square above, 12w = 3x = 4y. What fractional part of the square is shaded?
A) 2/3
B) 14/25
C) 5/9
D) 11/25
E) 3/7
Sol: Since 12w=3x=4y,
w:x=3:12=1:4 and x:y=4:3
so, w = 1
x = 4
y = 3
the fractional part of the square is shaded:
{(w+x)^2 - [(1/2)wx + (1/2)wx +(1/2)xy + (1/2)w(2w)]}/(w+x)^2
= {(w+x)^2 - [wx + (1/2)xy + w^2)]}/[(w+x)^2]
=[(5^2) -(4+6+1)]/(5^2)
= (25 - 11)/25
= 14/25
12. The average of temperatures at noontime from Monday to Friday is 50; the lowest one is 45, what is the possible maximum range of the temperatures?
20 25 40 45 75
Ans: The answer 25 doesn't refer to a temperature, but rather to a range of temperatures.
The average of the 5 temps is: (a + b + c + d + e) / 5 = 50
One of these temps is 45: (a + b + c + d + 45) / 5 = 50
Solving for the variables: a + b + c + d = 205
In order to find the greatest range of temps, we minimize all temps but one. Remember, though, that 45 is the lowest temp possible, so: 45 + 45 + 45 + d = 205
Solving for the variable: d = 70
70 - 45 = 25
13. If n is an integer from 1 to 96, what is the probability for n*(n+1)*(n+2) being divisible by 8? 25% 50% 62.5% 72.5% 75%
Soln: E = n*(n+1)*(n+2)
E is divisible by 8, if n is even.
No of even numbers (between 1 and 96) = 48
E is divisible by 8, also when n = 8k - 1 (k = 1,2,3,.....)
Such numbers total = 12(7,15,....)
Favorable cases = 48+12 = 60.
Total cases = 96
P = 60/96 = 62.5
Method 2:
From 1 to 10, there are 5 sets, which are divisible by 8.
(2*3*4) (4*7*6) (6*7*8)(7*8*9)(8*9*10)
So till 96, there will be 12 * 5 such sets = 60 sets
so probability will be 60/96 = 62.5
14. Kurt, a painter, has 9 jars of paint:
4 are yellow
2 are red
rest are brown
Kurt will combine 3 jars of paint into a new container to make a new color, which he will name accordingly to the following conditions:
Brun Y if the paint contains 2 jars of brown paint and no yellow
Brun X if the paint contains 3 jars of brown paint
Jaune X if the paint contains at least 2 jars of yellow
Jaune Y if the paint contains exactly 1 jar of yellow
What is the probability that the new color will be Jaune
a) 5/42
b) 37/42
c) 1/21
d) 4/9
e) 5/9
Sol: 1. This has at least 2 yellow meaning..
a> there can be all three Y => 4c3
OR
b> 2 Y and 1 out of 2 R and 3 B => 4c2 x 5c1
Total 34
2.This has exactly 1 Y and remaining 2 out of 5 = > 4c1 x 5c2
Total 40
Total possibilities = (9!/3!6!) = 84
Adding the two probabilities: probability = 74/84 = 37/42
15. TWO couples and a single person are to be seated on 5 chairs such that no couple is seated next to each other. What is the probability of the above??
Soln:
Ways in which the first couple can sit together = 2*4! (1 couple is considered one unit)
Ways for second couple = 2*4!
These cases include an extra case of both couples sitting together
Ways in which both couple are seated together = 2*2*3! = 4! (2 couples considered as 2 units- so each couple can be arrange between themselves in 2 ways and the 3 units in 3! Ways)
Thus total ways in which at least one couple is seated together = 2*4! + 2*4! - 4! = 3*4!
Total ways to arrange the 5 ppl = 5!
Thus, prob of at least one couple seated together = 3*4! / 5! = 3/5
Thus prob of none seated together = 1 - 3/5 = 2/5
Difficult Problems from the Math Section
1. The sum of the even numbers between 1 and n is 79*80, where n is an odd number, then n=?
Sol: First term a=2, common difference d=2 since even number
therefore sum to first n numbers of Arithmetic progression would be
n/2(2a+(n-1)d)
= n/2(2*2+(n-1)*2)=n(n+1) and this is equal to 79*80
therefore n=79 which is odd...
2. The price of a bushel of corn is currently $3.20, and the price of a peck of wheat is $5.80. The price of corn is increasing at a constant rate of 5x cents per day while the price of wheat is decreasing at a constant rate of cents per day. What is the approximate price when a bushel of corn costs the same amount as a peck of wheat?
(A) $4.50
(B) $5.10
(C) $5.30
(D) $5.50
(E) $5.60
Soln: 320 + 5x = 580 - .41x; x = # of days after price is same;
solving for x; x is approximately 48, thus the required price is 320 + 5 * 48 = 560 cents = $5.6
3. How many randomly assembled people do u need to have a better than 50% prob. that at least 1 of them was born in a leap year?
Soln: Prob. of a randomly selected person to have NOT been born in a leap yr = 3/4
Take 2 people, probability that none of them was born in a leap = 3/4*3/4 = 9/16. The probability at least one born in leap = 1- 9/16 = 7/16 < 0.5
Take 3 people, probability that none born in leap year = 3/4*3/4*3/4 = 27/64.
The probability that at least one born = 1 - 27/64 = 37/64 > 0.5
Thus min 3 people are needed.
4. In a basketball contest, players must make 10 free throws. Assuming a player has 90% chance of making each of his shots, how likely is it that he will make all of his first 10 shots?
Ans: The probability of making all of his first 10 shots is given by
(9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10)* (9/10) = (9/10)^10 = 0.348 => 35%
5. AB + CD = AAA, where AB and CD are two-digit numbers and AAA is a three digit number; A, B, C, and D are distinct positive integers. In the addition problem above, what is the value of C?
(A) 1
(B) 3
(C) 7
(D) 9
(E) Cannot be determined
Ans: AB + CD = AAA
Since AB and CD are two digit numbers, then AAA must be 111
Therefore 1B + CD = 111
B can assume any value between 3 and 9
If B = 3, then CD = 111-13 = 98 and C = 9
If B = 9, then CD = 111-19 = 92 and C = 9
So for all B between 3 & 9, C = 9
Therefore the correct answer is D (C = 9)
6. A and B ran a race of 480 m. In the first heat, A gives B a head start of 48 m and beats him by 1/10th of a minute. In the second heat, A gives B a head start of 144 m and is beaten by 1/30th of a minute. What is B’s speed in m/s?
(A) 12
(B) 14
(C) 16
(D) 18
(E) 20
Ans: race 1 :- ta = tb-6 ( because A beats B by 6 sec)
race 2 :- Ta = tb+2 ( because A looses to B by 2 sec)
By the formula D= S * T
we get two equations
480/Sa = 432/Sb -6 ------------1)
480/Sa = 336/Sb +2------------2)
Equating these two equations we get Sb = 12
ta,Sa stand for time taken by A and speed of A resp.
7. A certain quantity of 40% solution is replaced with 25% solution such that the new concentration is 35%. What is the fraction of the solution that was replaced?
(A) 1/4
(B) 1/3
(C) 1/2
(D) 2/3
(E) ¾
Ans: Let X be the fraction of solution that is replaced.
Then X*25% + (1-X)*40% = 35%
Solving, you get X = 1/3
8. A person buys a share for $ 50 and sells it for $ 52 after a year. What is the total profit made by him from the share?
(I) A company pays annual dividend
(II) The rate of dividend is 25%
(A) Statement (I) ALONE is sufficient, but statement (II) alone is not sufficient
(B) Statement (II) ALONE is sufficient, but statement (I) is not sufficient
(C) BOTH statements TOGETHER are sufficient, but NEITHER statement alone is sufficient
(D) Each statement ALONE is sufficient
(E) Statements (I) and (II) TOGETHER are NOT sufficient
9. A bag contains 3 red, 4 black and 2 white balls. What is the probability of drawing a red and a white ball in two successive draws, each ball being put back after it is drawn?
(A) 2/27
(B) 1/9
(C) 1/3
(D) 4/27
(E) 2/9
Ans: Case I: Red ball first and then white ball
P1 = 3/9*2/9= 2/27
Case 2: White ball first and then red ball
P2 = 2/9*3/9 = 2/27
Therefore total probability: p1 + p2 = 4/27
10. What is the least possible distance between a point on the circle x^2 + y^2 = 1 and a point on the line y = 3/4*x - 3?
A) 1.4
B) sqrt (2)
C) 1.7
D) sqrt (3)
E) 2.0
Ans: The equation of the line will be 3x - 4y - 12 = 0.
This crosses the x and y axis at (0,-3) and (4,0)
The circle has the origin at the center and has a radius of 1 unit.
So it is closest to the given line when, a perpendicular is drawn to the line, which passes through the origin.
This distance of the line from the origin is 12 / sqrt (9 + 16) which is 2.4
[Length of perpendicular from origin to line ax +by + c = 0 is
mod (c / sqrt (a^2 + b^2))]
The radius is 1 unit.
So the shortest distance is 2.4 - 1 unit = 1.4 units
11.
In the square above, 12w = 3x = 4y. What fractional part of the square is shaded?
A) 2/3
B) 14/25
C) 5/9
D) 11/25
E) 3/7
Sol: Since 12w=3x=4y,
w:x=3:12=1:4 and x:y=4:3
so, w = 1
x = 4
y = 3
the fractional part of the square is shaded:
{(w+x)^2 - [(1/2)wx + (1/2)wx +(1/2)xy + (1/2)w(2w)]}/(w+x)^2
= {(w+x)^2 - [wx + (1/2)xy + w^2)]}/[(w+x)^2]
=[(5^2) -(4+6+1)]/(5^2)
= (25 - 11)/25
= 14/25
12. The average of temperatures at noontime from Monday to Friday is 50; the lowest one is 45, what is the possible maximum range of the temperatures?
20 25 40 45 75
Ans: The answer 25 doesn't refer to a temperature, but rather to a range of temperatures.
The average of the 5 temps is: (a + b + c + d + e) / 5 = 50
One of these temps is 45: (a + b + c + d + 45) / 5 = 50
Solving for the variables: a + b + c + d = 205
In order to find the greatest range of temps, we minimize all temps but one. Remember, though, that 45 is the lowest temp possible, so: 45 + 45 + 45 + d = 205
Solving for the variable: d = 70
70 - 45 = 25
13. If n is an integer from 1 to 96, what is the probability for n*(n+1)*(n+2) being divisible by 8? 25% 50% 62.5% 72.5% 75%
Soln: E = n*(n+1)*(n+2)
E is divisible by 8, if n is even.
No of even numbers (between 1 and 96) = 48
E is divisible by 8, also when n = 8k - 1 (k = 1,2,3,.....)
Such numbers total = 12(7,15,....)
Favorable cases = 48+12 = 60.
Total cases = 96
P = 60/96 = 62.5
Method 2:
From 1 to 10, there are 5 sets, which are divisible by 8.
(2*3*4) (4*7*6) (6*7*8)(7*8*9)(8*9*10)
So till 96, there will be 12 * 5 such sets = 60 sets
so probability will be 60/96 = 62.5
14. Kurt, a painter, has 9 jars of paint:
4 are yellow
2 are red
rest are brown
Kurt will combine 3 jars of paint into a new container to make a new color, which he will name accordingly to the following conditions:
Brun Y if the paint contains 2 jars of brown paint and no yellow
Brun X if the paint contains 3 jars of brown paint
Jaune X if the paint contains at least 2 jars of yellow
Jaune Y if the paint contains exactly 1 jar of yellow
What is the probability that the new color will be Jaune
a) 5/42
b) 37/42
c) 1/21
d) 4/9
e) 5/9
Sol: 1. This has at least 2 yellow meaning..
a> there can be all three Y => 4c3
OR
b> 2 Y and 1 out of 2 R and 3 B => 4c2 x 5c1
Total 34
2.This has exactly 1 Y and remaining 2 out of 5 = > 4c1 x 5c2
Total 40
Total possibilities = (9!/3!6!) = 84
Adding the two probabilities: probability = 74/84 = 37/42
15. TWO couples and a single person are to be seated on 5 chairs such that no couple is seated next to each other. What is the probability of the above??
Soln:
Ways in which the first couple can sit together = 2*4! (1 couple is considered one unit)
Ways for second couple = 2*4!
These cases include an extra case of both couples sitting together
Ways in which both couple are seated together = 2*2*3! = 4! (2 couples considered as 2 units- so each couple can be arrange between themselves in 2 ways and the 3 units in 3! Ways)
Thus total ways in which at least one couple is seated together = 2*4! + 2*4! - 4! = 3*4!
Total ways to arrange the 5 ppl = 5!
Thus, prob of at least one couple seated together = 3*4! / 5! = 3/5
Thus prob of none seated together = 1 - 3/5 = 2/5
Job Vacancies as at 23rd July, 2010
Posted by Jackson Kelly Nathans | | Posted in Current jobs
CAREERZON INTERNATIONAL FOUNDATION
(CIF)
Dear friend,
JOB VACANCY NOTIFICATION
The Careerzon International Foundation (CIF) wishes to inform you on the latest and recent job vacancies. Please do check them out and react to them appropriately.
JOB VACANCIES AS AT 23RD JULY 2010
UNITED GEOPHYSICAL (NIGERIA) LIMITED is seeking to engage additional Nigerian professional and technical staff to serve and operate anywhere in Nigeria to fill the following positions.
EXPERINCED ACCOUNTANT (Ref: EX-ACC 07/10)
*They are looking for accountants to work in their Lagos office and field locations.
* Applicants must possess a minimum of second class university degree or HND in Accounting.
* He or She must be a qualified or part-qualified accountant with a minimum of two years working experience in the private sector outside of audit practice.
* Applicant must be proficient in the use of Microsoft office and at least one accounting package. Please only apply if you meet the above criteria.
REMUNERATION
United Geophysical (Nig) Ltd offer a competitive remuneration package commensurate with the level of experience of the successful candidates.
METHOD OF APPLICATION
Applicants should send full CV photocopies of credentials with cover letter in a sealed envelop marked with the reference stated to:
The Human Resource Manager,
United Geophysical (Nigeria) Limited
5b, Remi fani-Kayode Avenue,
G.R.A. Ikeja,
P.O. box 286,
Ikeja, lagos.
EXPERINCED FINANCE MANAGER (Ref: EX-FIN.M 07/10)
*They are looking for an experienced finance manager to assist in managing and developing all the functions of their accounts department as their company grows
* Applicants must possess a minimum of second class university degree or HND in Accounting.
* He or She must qualified accountant with a minimum of five years working experience in the private sector outside of audit practice.
* He or She must be experienced in managing staff, preparation of management accounts, budgeting, cash flows, banking, tax and payroll
* Applicant must be proficient in the use of Microsoft office and at least one accounting package. Please only apply if you meet the above criteria.
REMUNERATION
United Geophysical (Nig) Ltd offer a competitive remuneration package commensurate with the level of experience of the successful candidates.
METHOD OF APPLICATION
Applicants should send full CV photocopies of credentials with cover letter in a sealed envelop marked with the reference stated to:
The Human Resource Manager,
United Geophysical (Nigeria) Limited
5b, Remi fani-Kayode Avenue,
G.R.A. Ikeja,
P.O. box 286,
Ikeja, lagos.
Only short-listed candidates will be contacted.
Job Closing Date: 29th July, 2010.
Disclaimer: CIF is not the employer of the jobs listed above but an NGO with the passion to source for job vacancies for the teeming population of local and foreign youths. Please be careful while you give it a trial.
“WE DO THE JOB SOURCING, YOU DO THE TRIAL”
Thank you for being a regular visitor to www.careerzon.blogspot.com , don’t give up hope!
Good luck!
Kelly Nwachukwu,
For: CAREERZON INTERNATIONAL FOUNDATION.
(CIF)
Dear friend,
JOB VACANCY NOTIFICATION
The Careerzon International Foundation (CIF) wishes to inform you on the latest and recent job vacancies. Please do check them out and react to them appropriately.
JOB VACANCIES AS AT 23RD JULY 2010
UNITED GEOPHYSICAL (NIGERIA) LIMITED is seeking to engage additional Nigerian professional and technical staff to serve and operate anywhere in Nigeria to fill the following positions.
EXPERINCED ACCOUNTANT (Ref: EX-ACC 07/10)
*They are looking for accountants to work in their Lagos office and field locations.
* Applicants must possess a minimum of second class university degree or HND in Accounting.
* He or She must be a qualified or part-qualified accountant with a minimum of two years working experience in the private sector outside of audit practice.
* Applicant must be proficient in the use of Microsoft office and at least one accounting package. Please only apply if you meet the above criteria.
REMUNERATION
United Geophysical (Nig) Ltd offer a competitive remuneration package commensurate with the level of experience of the successful candidates.
METHOD OF APPLICATION
Applicants should send full CV photocopies of credentials with cover letter in a sealed envelop marked with the reference stated to:
The Human Resource Manager,
United Geophysical (Nigeria) Limited
5b, Remi fani-Kayode Avenue,
G.R.A. Ikeja,
P.O. box 286,
Ikeja, lagos.
EXPERINCED FINANCE MANAGER (Ref: EX-FIN.M 07/10)
*They are looking for an experienced finance manager to assist in managing and developing all the functions of their accounts department as their company grows
* Applicants must possess a minimum of second class university degree or HND in Accounting.
* He or She must qualified accountant with a minimum of five years working experience in the private sector outside of audit practice.
* He or She must be experienced in managing staff, preparation of management accounts, budgeting, cash flows, banking, tax and payroll
* Applicant must be proficient in the use of Microsoft office and at least one accounting package. Please only apply if you meet the above criteria.
REMUNERATION
United Geophysical (Nig) Ltd offer a competitive remuneration package commensurate with the level of experience of the successful candidates.
METHOD OF APPLICATION
Applicants should send full CV photocopies of credentials with cover letter in a sealed envelop marked with the reference stated to:
The Human Resource Manager,
United Geophysical (Nigeria) Limited
5b, Remi fani-Kayode Avenue,
G.R.A. Ikeja,
P.O. box 286,
Ikeja, lagos.
Only short-listed candidates will be contacted.
Job Closing Date: 29th July, 2010.
Disclaimer: CIF is not the employer of the jobs listed above but an NGO with the passion to source for job vacancies for the teeming population of local and foreign youths. Please be careful while you give it a trial.
“WE DO THE JOB SOURCING, YOU DO THE TRIAL”
Thank you for being a regular visitor to www.careerzon.blogspot.com , don’t give up hope!
Good luck!
Kelly Nwachukwu,
For: CAREERZON INTERNATIONAL FOUNDATION.
Hello Friends, here is the site you have been expecting!
Posted by Jackson Kelly Nathans | | Posted in motivation
CAREERZON INTERNATIONAL FOUNDATION
JOB POSTING/ GENERAL INFORMATION MESSAGE
Motto: YES WE CAN
Dear friends,
We need to expand our world, motivate ourselves and increase the speed of our goals.
Hence on this note, the Careerzon International Foundation (CIF) heartily enjoy you to source for the names, e-mail addresses and phone numbers of your friends and loved ones who are graduates and are not employed, for a time to time forwarding of job vacancies on notification and other self developmental articles on real life situations .
The forwarding of job vacancies is an initiative of CIF to empower young and old graduates who are unemployed. CIF achieves this through its initiative:
“Career Network and Real life Information” This will be a tradition of CIF since through it many by Gods grace will be graciously favoured. However, CIF is not the employer of the jobs to be published from time to time, but a Non-governmental Organization (NGO) with the passion to source for job opportunities for the teeming population of local and foreign youths.
In the case where you receive a job notification that does not suit or match your qualification, you can re-forward it to anybody that fits the position. To start receiving job vacancy notification and other related topics send your e-mail address to kellynoberts@yahoo.com or visit our site at www.careerzon.blogspot.com. Our mindset is to form a formidable distribution chain.
“We do the job sourcing, you do the trial”
Finally, in any case where you are favoured with any of the job forwarded to you, endeavor to write us at careerzonefoundation@yahoo.com to congratulate and rejoice with you. “Your testimony is a motivation to people going through what ever you may have passed through”
God will bless and keep us as we experience his peace and promises.
Yours love,
Kelly Nwachukwu
Founder/President.
CAREERZON INTERNATIONAL FOUNDATION
JOB POSTING/ GENERAL INFORMATION MESSAGE
Motto: YES WE CAN
Dear friends,
We need to expand our world, motivate ourselves and increase the speed of our goals.
Hence on this note, the Careerzon International Foundation (CIF) heartily enjoy you to source for the names, e-mail addresses and phone numbers of your friends and loved ones who are graduates and are not employed, for a time to time forwarding of job vacancies on notification and other self developmental articles on real life situations .
The forwarding of job vacancies is an initiative of CIF to empower young and old graduates who are unemployed. CIF achieves this through its initiative:
“Career Network and Real life Information” This will be a tradition of CIF since through it many by Gods grace will be graciously favoured. However, CIF is not the employer of the jobs to be published from time to time, but a Non-governmental Organization (NGO) with the passion to source for job opportunities for the teeming population of local and foreign youths.
In the case where you receive a job notification that does not suit or match your qualification, you can re-forward it to anybody that fits the position. To start receiving job vacancy notification and other related topics send your e-mail address to kellynoberts@yahoo.com or visit our site at www.careerzon.blogspot.com. Our mindset is to form a formidable distribution chain.
“We do the job sourcing, you do the trial”
Finally, in any case where you are favoured with any of the job forwarded to you, endeavor to write us at careerzonefoundation@yahoo.com to congratulate and rejoice with you. “Your testimony is a motivation to people going through what ever you may have passed through”
God will bless and keep us as we experience his peace and promises.
Yours love,
Kelly Nwachukwu
Founder/President.
CAREERZON INTERNATIONAL FOUNDATION








