Class 11

06. Trigonometric Ratios, Functions and Identities question bank (Maths)

Practice 337 free Class 11 Maths - 06. Trigonometric Ratios, Functions and Identities questions with answers and step-by-step solutions.

Q1.

If  
\[
\cos (\alpha + \beta) + \sin (\alpha - \beta) = 0 
\quad \text{and} \quad 
2010 \tan \beta + 1 = 0,
\]  
then \(\tan \alpha\) is equal to:  

(A)
1
(B)
−1
(C)
2010
(D)
\(\dfrac{1}{2010}\)
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Q2.

If  
\[
A = \tan 6^{\circ} \tan 42^{\circ} 
\quad \text{and} \quad 
B = \cot 66^{\circ} \cot 78^{\circ},
\]
then:  

(A)
\( A = 2B \)
(B)
\( A = \dfrac{1}{3} B \)
(C)
\( A = B \)
(D)
\( 3A = 2B \)
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