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Mathematics Past Questions

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2,359 questions JAMB 2359 WAEC 1853 NECO 179 POST_UTME 6 CUSTOM 10

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2,359 questions

Question 1 of 20 2,359 total questions

Question 601

jamb 2003

x varies directly as the product of u and v and inversely as their sum. If x = 3 when u = 3 and v = 1, what is the value of x if u = 3 and v = 3?

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Question 602

jamb 2003

Given:
U = {Even numbers between 0 and 30}
P = {Multiples of 6 between 0 and 30}
Q = {Multiples of 4 between 0 and 30}
Find (P∪Q)^c

A{2, 10, 14, 22, 26}

B{0, 10, 14, 22, 26}

C{2,4, 14, 18, 26}

D{0, 2, 6, 22, 26}

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Question 603

jamb 2003

The sum of four numbers is 1214\(_5\). What is the average expressed in base five?

A114

B141

C401

D411

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Question 604

jamb 2003

If \(\frac{9^{2x-1}}{27^{x+1}} = 1\), find the value of x.

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Question 605

jamb 2003

A cinema hall contains a certain number of people. If 22\(\frac{1}{2}\)% are children, 47\(\frac{1}{2}\)% are men and 84 are women, find the number of men in the hall.

A63

B84

C113

D133

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Question 606

jamb 2003

Simplify \(\frac{\sqrt{98} - \sqrt{50}}{\sqrt{32}}\)

C\(\frac{1}{2}\)

D\(\frac{1}{4}\)

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Question 607

jamb 2003

Simplify 1 - (7/3 x 5/4) + 3/5

A-16/15

B-79/60

C-37/15

D-151/60

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Question 608

jamb 2003

A woman buys 270 oranges for N1800.00 and sells at 5 for N40.00. What is her profit?

AN2,160.00

BN1, 620.00

CN630.00

DN360.00

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Question 609

jamb 2003

Find (\(\frac{1}{0.06} \div \frac{1}{0.042}\))\(^{-1}\)

A1.43

B1.53

C3.14

D4.42

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Question 610

jamb 2003

In a class of 40 students, 32 offer mathematics, 24 offer Physics, and 4 offer neither Mathematics nor Physics. How many offer both Mathematics and Physics?

A20

B16

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Question 611

jamb 2003

Simplify 213\(_4\) x 23\(_4\)

A10311₄

B10321₄

C12231₄

D13211₄

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Question 612

jamb 2003

Evaluate \(Log_{\sqrt{2}}4 + Log_{\frac{1}{2}}16 - Log_{4}32\)

A-5.5

B-2.5

C2.5

D5.5

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Question 613

jamb 2002

Use the graph above to find the values of p and q if px + qy \(\geq\) 4

Ap = 2, q = -1

Bp = -1, q = 2

Cp = 2, q = 2

Dp = 1, q = 2

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Question 614

jamb 2002

No. of days	1	2	3	4	5	6
No. of students	20	x	50	40	2x	60

The distribution above shows the number of days a group of 260 students were absents from school in a particular term. How many students were absent for at least four days in the term

A210

B40

C120

D160

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Question 615

jamb 2002

The triangle PQR above is

Aan obtuse-angled triangle

Ba scalene triangle

Can isosceles triangle

Dan equilateral triangle

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Question 616

jamb 2002

In the diagram above, a cylinder is summounted by a hemisphere bowl. Calculate the volume of the solid.

A180 πcm³

B162 πcm³

C216 πcm³

D198 πcm³

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Question 617

jamb 2002

In the diagram above are two concentric circles of radii r and R respectively with center O. If r = ²/₃R, express the area of the shaded portion in terms of π and R

A²¹/₂₅πR²

B⁹/₂₅πR²

C²¹/₂₃πR²

D⁵/₉πR²

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Question 618

jamb 2002

In the diagram above, PST is a straight line, PQ = QS = RS. If ∠RST = 72^o, find x

A36^o

B18^o

C72^o

D24^o

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Question 619

jamb 2002

The venn diagram above shows the numbers of students offering music and history in a class of 80 students. If a student is picked at random from the class, what is the probability that he offers Music only?

A0.38

B0.13

C0.50

D0.25

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Question 620

jamb 2002

In the diagram above , XZ is the diameter of the circle XZW, with center O and radius 15/2 cm. If XY = 12 cm, find the area of the triangle XYZ

A54 cm²

B45 cm²

C27 cm²

D75 cm²

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