CUET - Mathematics Mock Tests
Select a mock test to begin. Each mock test has a unique set of questions.
CUET
Mathematics Mock Test 1
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 2
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 3
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 4
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 5
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 6
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 7
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 8
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 9
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 10
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 11
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 12
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 13
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 14
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
CUET
Mathematics Mock Test 15
Questions::
30
Duration::
54 minutes
+4 for correct , -1 for wrong
Practice tests for Topics/Chapters
Sample Questions
If a bond has a face value of Rs 1000, a coupon rate of 8% payable annually, and 3 years to maturity, and the market interest rate is 10%, the value of the bond is approximately:
(dy/dx)² - 3(dy/dx) + 2 = 0 is
The probability of an impossible event is:
Evaluate: 1 − 2 + 3 − 4 + 5 − 6.
If z is a complex number such that |z − 2i| = 2, find the maximum value of |z|.
Which of the following is a parallelogram with all sides equal and all angles 90°?
2/5 of 150 is:
The integrating factor of the differential equation dy/dx + y = eˣ is:
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