BITSAT PYQ Trigonometric Equations - Chapter-wise Questions with Solutions

About Trigonometric Equations PYQs

Trigonometric Equations has 22 previous year questions in the Quantrex Academy BITSAT Mathematics bank. The 22 questions in this list come from BITSAT (22), spanning 2009 to 2024. Each question opens on its own page with the options, the correct answer and the worked solution where available.

Questions by year (this list)

2024: 2
2023: 2
2022: 1
2021: 1
2020: 2
2019: 1
2018: 1
2017: 1
2016: 3
2014: 1
2013: 1
2011: 1

BITSAT Trigonometric Equations PYQs with Solutions

About Trigonometric Equations PYQs

Questions by year (this list)

Trigonometric Equations questions with solutions

Number of solutions of equations 9 θ= θ in the interval [0,2 π] is

The range of (8 θ+6 θ)^2+2 is

General solution of 5 θ= 2 θ is

If ^2 θ=(4)/(3) , then the general value of θ is

The sum of all the solution of the equation θ ((π)/(3)+θ) ((π)/(3)-θ)=(1)/(4), θ ∈[0,6 π]

If y=(2 α)/(1+ α+ α) , then value of (1- α+ α)/(1+ α) is

The value of [n π+(-1)^ n (π)/(4)], n ∈ I is

The least positive non-integral solution of the equation π(x^ 2 +x)= π x^ 2 is

The number of real numbers λ for which the equality (sin ( λα ))/(sinα) - (cos ( λα ))/(cosα) = λ - 1 , holds for all real α which are not integral multiple of π / 2 is

Equation sinx + cos(t + x) + cos(t - x) = 2 has real solution, then sint can be

The general solution of sinx - 3sin2x + sin3x = cosx - 3cos2x + cos3x & is

If θ_ 1 + θ_ 2 + θ_ 3 =3, then θ_ 1 + θ_ 2 + θ^ 3 =

If ( x)= ( x) , then 2 x is equal to:

The general solution of the equation 2 x+2 x+2 x+1=0 is

The solution of (2 x-1)(3+2 x)=0 in the interval 0 ≤ x ≤ 2 π is

If 7 θ= θ- 4 θ, then the general value of θ is

If \( θ=-(1)/(2)\) and \( θ=1 / 3 \), then \(θ=\)

If \(12 ^2 θ-31 coses θ+32=0\), then the value of \( θ\) is

\( 20^ ^ ∘ + 40^ ^ \ circ + 3 20^ ^ ∘ 40^ ^ ∘ \) is equal to

If \(f(x)= x 1+x^2 \), then (fof of \()(x)\) is

If \(y= (2 α)/(1+ α+ α) \), then value of \( (1- α+ α)/(1+ α) \) is

Period of \( ( θ+ 2 θ)/( θ+ 2 θ) \) is

Related BITSAT Mathematics chapters

Trigonometric Equations in other exams