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CUET Mathematics Mock Test - 1

Medium 50 Questions 50 min 50 marks 10 attempts

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Question No: 11Difficulty: mediumMarks: 1mcqAnswered correctly: 8%

Given f : R \to R, f (x) = sin (sin x) and g : R \to R, g (x) = e^{x} . The derivative of (g \circ f) (x) with respect to x is:

Question No: 12Difficulty: mediumMarks: 1mcqAnswered correctly: 17%

Let n > 1 be a fixed integer and a, b, c, d be arbitrary integers. If a \equiv b (mod n) and c \equiv d (mod n), then which of the following is true?

Question No: 13Difficulty: mediumMarks: 1mcqAnswered correctly: 0%

The points A (a, b), B (b, a), and C (2 a - 3 b, 3 b - a) will always be:

Question No: 14Difficulty: mediumMarks: 1mcqAnswered correctly: 0%

If A and B are two matrices such that A B = B and B A = A, then A^{2} + B^{2} is equal to:

Question No: 15Difficulty: mediumMarks: 1mcqAnswered correctly: 25%

If the area of the triangle formed by vertices (- k, k), (1, 0), and (5, 0) is 8 square units, then k can be:

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