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Mathematics: CUET Mock Test - 8 - Question 1

If f(x) = then what is the value of _{0}∫^{π/2} f(x) dx =

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Mathematics: CUET Mock Test - 8 - Question 3

Find the area of the triangle with the vertices (2,3), (4,1), (5,0).

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Mathematics: CUET Mock Test - 8 - Question 4

For which of the elements in the determinant Δ= the cofactor is -37.

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Mathematics: CUET Mock Test - 8 - Question 7

What is the relation between the two determinants f(x) = and g(x) =

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Mathematics: CUET Mock Test - 8 - Question 8

Find the equation of the line joining A(5,1), B(4,0) using determinants.

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Mathematics: CUET Mock Test - 8 - Question 9

For which of the following elements in the determinant Δ= the minor of the element is 2?

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Mathematics: CUET Mock Test - 8 - Question 12

Find the value of k for which the points (3, 2), (1, 2), (5, k) are collinear.

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Mathematics: CUET Mock Test - 8 - Question 13

For which of the following element in the determinant Δ= the minor and the cofactor both are zero.

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Mathematics: CUET Mock Test - 8 - Question 14

Which of the following conditions holds true for a system of equations to be consistent?

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Mathematics: CUET Mock Test - 8 - Question 15

Differentiate (log2x)^{sin3x} with respect to x.

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Mathematics: CUET Mock Test - 8 - Question 16

Find the second order derivative of y=9 log t^{3}.

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Mathematics: CUET Mock Test - 8 - Question 18

If the rate of change of radius of a circle is 6 cm/s then find the rate of change of area of the circle when r=2 cm.

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Mathematics: CUET Mock Test - 8 - Question 19

A given systems of equations is said to be inconsistent if _____

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Mathematics: CUET Mock Test - 8 - Question 23

The edge of a cube is increasing at a rate of 7 cm/s. Find the rate of change of area of the cube when x=6 cm.

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Mathematics: CUET Mock Test - 8 - Question 24

Find the value of x and y for the given system of equations.

3x+2y=6

5x+y=2

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Mathematics: CUET Mock Test - 8 - Question 27

The rate of change of area of a square is 40 cm^{2}/s. What will be the rate of change of side if the side is 10 cm.

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Mathematics: CUET Mock Test - 8 - Question 29

Find the second order derivative of y=2e^{2x}-3 log(2x-3).

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