Trigonometric Ratios, Functions & Equations - 2 - JEE MCQ
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30 Questions MCQ Test - Trigonometric Ratios, Functions & Equations - 2
Trigonometric Ratios, Functions & Equations - 2 for JEE 2024 is part of JEE preparation. The Trigonometric Ratios, Functions & Equations - 2 questions and answers have been prepared
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Trigonometric Ratios, Functions & Equations - 2 - Question 1
The equation sin x = x2 + x + 1 has -
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 1
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 2
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Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 3
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 4
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 5
Trigonometric Ratios, Functions & Equations - 2 - Question 6
The number of points inside or on the circle x2 + y2= 4 satisfying tan4x + cot4x + 1 = 3 sin2y, is-
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 6
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 7
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 8
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 9
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 10
Trigonometric Ratios, Functions & Equations - 2 - Question 11
If 6|sinx| = x when x ∈ [0, 2π] then no. of solutions are-
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 11
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 12
Trigonometric Ratios, Functions & Equations - 2 - Question 13
If the equation 4cos2 x sin x – 2sin2x = 3sin x, then x is equal to –
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 13
Trigonometric Ratios, Functions & Equations - 2 - Question 14
Number of solutions of the equation cos6x + tan2x + cos6x . tan2x = 1 in the interval [0, 2π] is-
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 14
Trigonometric Ratios, Functions & Equations - 2 - Question 15
If tan(cot x) = cot(tan x), then sin 2x =
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 15
Trigonometric Ratios, Functions & Equations - 2 - Question 16
Sum of the roots of the equation tan233x = cos 2x–1 lying in the interval [0, 314] is-
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 16
Trigonometric Ratios, Functions & Equations - 2 - Question 17
If sin2 x + sin xy = – 1, then the value of x, y is
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 17
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 18
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 19
Trigonometric Ratios, Functions & Equations - 2 - Question 20
Total number of integral values of ‘n’ such that sinx(sinx + cosx) = n has at least one real solution is
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 20
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 21
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 22
Trigonometric Ratios, Functions & Equations - 2 - Question 23
General solution of 2 sin2x + sin2 2x = 2 is
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 23
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 24
Trigonometric Ratios, Functions & Equations - 2 - Question 25
The Number of solutions of the equation sin3x cos x + sin2x cos2x + sinx cos3x = 1 in the interval [0, 2π] is/are-
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 25
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 26
Trigonometric Ratios, Functions & Equations - 2 - Question 27
The number of solutions of the equation sin3x cosx + sin2x cos2x + sinxcos3x = 1 in the interval [ 0,2π] is/are
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 27
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 28
Trigonometric Ratios, Functions & Equations - 2 - Question 29
The general solution of sin x – 3sin 2x + sin 3x = cos x – 3 cos 2x + cos 3x is -
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 29
Detailed Solution for Trigonometric Ratios, Functions & Equations - 2 - Question 30
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