Nigeria Immigration Service (NIS) Screening: Free Mathematics aptitude test past questions & answers
Here is the right page to get the Nigeria Immigration Service (NIS) Mathematics aptitude test past questions and answers. Many applicants for the 2018 NIS recruitment process have been in search of the maths past questions, and we at Fabinfos are bringing it to you for free.
This is the Nigeria Immigration Service Mathematics Questions past question and answer 2018. Please Check NIS Questions and answers regarding Nigeria Immigration Service, NIS Mathematics, NIS Mathematics Questions, NIS Mathematics Questions 2018 on this page.
When you prepare well for an examination, or screening, you are more likely to succeed than to fail. We at Fabinfos will like to see all our readers and visitors pass this upcoming NIS test, so we have compiled the past questions for you so you can do well.
As we all know, the Nigeria Immigration service (NIS) is recruiting staffs and it has been noticed that thousands of applicants are applying for the recruitment. Applying for a job position at NIS does not guarantee that you will get this top job because all selected candidates will write a screening exam. Without any further delay let’s go straight into the general mathematics past questions and answers.
Nigeria Immigration Service (NIS) 2018 Mathematics Past Questions & Answers
These questions are usually GMAT types. They consist of percentage, ratio, simple interest, sets, probability, sets, statistics, conversions, simple and compound interest, age and work, area and volumes, profits and loss e.t.c. Also note, though we have tried our best to give the correct answers, you can still crosscheck and verify if the answers are correct, and you can also notify us via the comment box of any mistake we made. Here we go….
In all there are usually 40 questions to answer.
1: What is the probability of having an odd number in a single toss of a fair die?
Use the following information for question 2 and 3
The surname of 40 children in a class were arranged in alphabetical order,16 of the surnames begin with O and 9 of the surnames begins with A. 14 letters of the alphabet do not appear as the first letter of a surname.
2: What is the probability that the surname of a child picked at random from the class begins with either O and A?
3: If more than one surname begins with a letter besides A and O, how many surnames begin with the letter?
The table gives the score of a group of students in an English language test.
Scores 2 3 4 5 6 7
No. of Students 2 4 7 2 3 2
4: If a student is chosen at random from the group, what is the probability that he scored at least 6 marks?
5: What is the probability that three customers waiting in a bank will be served in the Sequence of their arrival at the bank?
Nigeria Immigration Mathematics Questions 2017 | Check NIS Questions Here
6: The probability that Kodjo and Adoga pass an examination are ¾ and 3/5 respectively. Find the probability of both boys failing the examination.
7: The mean of 20 observations in an experiment is 4. If the observed largest value is 23, Find the mean of the remaining observations.
8: A group of eleven people can speak either English or French or both. Seven can speak English and six can speak French. What is the probability that a person chosen at random can speak both English and French?
Nigeria Immigration Mathematics Questions 2017 | Check NIS Questions Here.
If events X and Y are mutually exclusive, P(X) = 1/3 and P(Y) = 2/5, Use the information to answer questions 9 & 10.
9: P (X n Y) is
10: P (X u Y) is
11: A box contains 2 white and 3 blue identical marbles. If two marbles are picked at Random, one after the other, without replacement, What is the probability of picking two marbles of different colours?
12: Mrs. Jones is expecting a baby. The probability that it will be a boy is ½ and the Probability that the baby will have blue eyes is ¼. What is the probability that she will have a Blue-eyed boy?
13: Convert the speed 90 km per hour of a car to metres per second
(a) 1.5 ms-1
(b) 2.5 ms-1
(c) 25 ms-1
(d) 1.5 x 103ms-1
14: Uche and Chidi shared a sum of money on the ratio m:n. If Chidi’s share was N4,200.00, what was Uche’s share?
15: A husband contributes 7% of his income into a fund and his wife contributes 4% of her income. If the husband earns N5,500 per annum (p.a) and his wife earns N4,000 p.a, find the sum of their contribution
to the fund.
16: A car is traveling at an average speed of 80kmh-1. Its speed in metres per second (m/s) Is
17: If the children share N10.50K among themselves in the ratio 6:7:8, How much is the largest share?
18: A trader makes a loss of 15% when selling an article. Find the ratio, selling price: cost price.
19: A car travels at xkm per hour for 1 hour at ykm per hour for 2 hours. Find its average speed.
(b) x+ ykmh-1/3
(c) x+2 ykmh-1
(d) 2x+ ykmh-1/3
20: The ages of three men are in the ratio 3:4:5. If the difference between the ages of the oldest and youngest is 18 years, find the sum of the ages of the three men.
(a) 45 years
(b) 72 years
(c) 108 years
(d) 216 years
21: A bicycle wheel of radius 42cm is rolled over a distance of 66m. How many revolutions does it make?
[Take π=22/7] (a) 2.5
22: In a bag of oranges, the ratio of the good ones to the bad ones is 5:4. If the number of bad ones in the bag is 36, how many oranges are there altogether?
23: A man is four times as old as his son. The difference between their ages is 36. Find the sum of their ages.
(a) 45 years`
(b) 48 years
(c) 60 years
(d) 74 years
24: If 4m+3n = 5, find the ratio m:n 4m-3n 3
25: If 2x : (x+1) =3:2, what is the value of x?
26: The ratio of the number of men to the number of women in a 20 member committee is 3:1. How many women must be added to the 20 member committee so as to make the ratio of men to women 3:2 ?
27: Three men, Bedu, Bakare and Kofi shared N500 in the ratio 3:2:x respectively. If Bedu’s share is N150, find the value of x.
28: The sides of two cubes are in the ratio 2:5, what is the ratio of their volumes?
29: Lena bought 400 Alpha Company shares at N1.50 each and sold them at N2.05 each. What was her gain?
30: Amma buys 100 oranges at 20 for C 30.00 and another 200 oranges at 4 for C 10.00. If she sells all her oranges at C3.00 each, what was her profit?
31: The price of a litre of petrol is increased from C30.00 to C 39.00 . What is the percentage increase in the cost of a litre of petrol?
32: A trader sold a pair of shoes for C 2,800.00 making a loss of 20% on his cost price. Find his loss as a percentage of his selling price.
33: An article bought for D5,000.00 depreciate by 15% of its value during the first year. Find its value after a year.
34: A house bought for N100,000 was later auctioned for N80,000, Find the loss percent.
35: The side of a square is increased from 20cm to 21cm. Calculate the percentage increase in its area.
36: A man bought 2220 mangoes at N5x. He sold each for 3x kobo and made gain of N8. Find the value
37: A car moves at an average speed of 30kmh-1, how long does it take to cover 200 metres?
38: A man bought a television set on hire purchase for N25, 000 out of which he paid N10,000. If he is allowed to pay the balance in eight equal installments, find the value of each Installment.
39: If the simple interest on N2, 000 after 9 months is N6, at what rate per annum is the interest
40: A student bought 3 notebooks and 1 pen for N35. After misplacing these items, she again bought 2 note books and 2 pens, all of the same type for N30. What is the cost of a pen?
There you have it on this post, I hope you found this piece helpful.