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BITSAT - Mathematics मॉक टेस्ट

शुरू करने के लिए एक मॉक टेस्ट चुनें। प्रत्येक मॉक टेस्ट में प्रश्नों का अनूठा सेट है।

BITSAT
Mathematics Mock Test 1

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 2

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 3

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 4

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 5

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 6

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 7

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 8

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 9

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 10

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 11

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 12

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 13

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 14

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 15

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 16

प्रश्न:: 88
अवधि:: 122 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 17

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 18

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 19

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 20

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 21

प्रश्न:: 40
अवधि:: 55 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 22

प्रश्न:: 30
अवधि:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 23

प्रश्न:: 30
अवधि:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 24

प्रश्न:: 30
अवधि:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 25

प्रश्न:: 30
अवधि:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 26

प्रश्न:: 30
अवधि:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 27

प्रश्न:: 30
अवधि:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 28

प्रश्न:: 30
अवधि:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 29

प्रश्न:: 30
अवधि:: 42 minutes
+3 for correct , -1 for wrong

BITSAT
Mathematics Mock Test 30

प्रश्न:: 30
अवधि:: 42 minutes
+3 for correct , -1 for wrong

विषयों/अध्यायों के लिए अभ्यास टेस्ट

नमूना प्रश्न

BITSAT Mathematics
The coefficient of xⁿ in the expansion of (1 + x)(1 - x)ⁿ is:
A 1 + (-1)ⁿ
B 2(-1)ⁿ
C (-1)ⁿ
D (-1)ⁿ(1-n)
JEE Main Mathematics
The value of cot(90°) is:
A 0
B 1
C undefined
D √3
BITSAT Mathematics
The sum of the series 1 + 2 + 4 + 8 + 16 + ... + 1024 is:
A 2047
B 2048
C 1023
D 512
AEEE Mathematics
Rolle's theorem is applicable to f(x) = x² - 4x + 3 on the interval [1, 3] because:
A f(1) = f(3) = 0 and f is continuous and differentiable on [1,3]
B f(1) ≠ f(3)
C f is not continuous on [1,3]
D f is not differentiable on (1,3)
EAPCET Mathematics
The coefficient of variation of a distribution with mean 50 and standard deviation 10 is:
A 30%
B 10%
C 20%
D 50%
CUET Mathematics
If A = [[1, 1], [1, 1]], then A² equals:
A [[2, 2], [2, 2]]
B [[1, 1], [1, 1]]
C [[0, 0], [0, 0]]
D [[3, 3], [3, 3]]
AEEE Mathematics
The direction cosines of a line making angles 90°, 60°, and 30° with the x, y, and z axes respectively are:
A 0, 1/2, √3/2
B 0, √3/2, 1/2
C 1/2, 1/2, √2/2
D 1, 0, 0
VITEEE Mathematics
The equation of the line passing through the points (1, 2) and (3, 6) is:
A y = 2x
B y = x + 1
C y = 3x − 1
D y = 2x + 1

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