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BITSAT - Mathematics Mock Tests

Select a mock test to begin. Each mock test has a unique set of questions.

BITSAT
Mathematics Mock Test 1

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 2

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 3

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 4

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 5

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 6

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 7

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 8

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 9

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 10

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 11

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 12

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 13

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 14

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 15

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 16

Questions:: 88
Duration:: 122 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 17

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 18

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 19

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 20

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 21

Questions:: 40
Duration:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 22

Questions:: 30
Duration:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 23

Questions:: 30
Duration:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 24

Questions:: 30
Duration:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 25

Questions:: 30
Duration:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 26

Questions:: 30
Duration:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 27

Questions:: 30
Duration:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 28

Questions:: 30
Duration:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 29

Questions:: 30
Duration:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 30

Questions:: 30
Duration:: 42 minutes
+3 for correct , -1 for wrong

Practice tests for Topics/Chapters

Sample Questions

RRB Mathematics
Solve the equations: x² − 9x + 20 = 0 and y² − 7y + 12 = 0. Determine the relationship between x and y.
A x > y
B x < y
C x = y or no relation can be established
D x ≥ y
VITEEE Mathematics
The value of ∫x·e^x dx is:
A e^x(x - 1) + C
B e^x(x + 1) + C
C x·e^x + C
D e^x/x + C
JEE Main Mathematics
The value of cos(π/2) is:
A 0
B 1
C -1
D 1/2
GATE Mathematics
Let f(x, y) = x³ − 3xy² + 3x² − 3y². The number of critical points of f at which f attains a local minimum is
A 0
B 1
C 2
D 3
JEE Main Mathematics
The value of sin²(θ) + cos²(θ) is:
A 1
B 0
C 2
D ½
BITSAT Mathematics
The value of the integral ∫₀¹ x³/√(1 - x²) dx is
A 1/4
B 1/3
C 2/3
D 1/2
EAPCET Mathematics
If A and B are non-singular matrices of the same order, which of the following is NOT necessarily true?
A |AB| = |A| x |B|
B AB = BA
C (AB)^(-1) = B^(-1)A^(-1)
D adj(AB) = adj(B)adj(A)
EAPCET Mathematics
The maximum value of f(x) = x^2*e^(-x) is:
A 4/e^2
B 2/e
C 1/e
D 2/e^2

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