App Logo

No.1 PSC Learning App

1M+ Downloads
Find the value of tan 8° tan 22° cot 60° tan 68° tan 82°

A3\sqrt{3}

B1

C2/3\frac{2}{/\sqrt{3}}

D13\frac{1}{\sqrt{3}}

Answer:

13\frac{1}{\sqrt{3}}

Read Explanation:

Solution: CONCEPT: Here we need to recall the formulae of trigonometric Identities. FORMULAE USED: tan (90° – A) = cot A cot A = 1/tan A CALCULATION: tan 8° tan 22° cot 60° tan 68° tan 82° Considering the given statement Tan (90° – 82°) tan(90° – 68°) cot 60° tan 68° tan 82° ⇒ cot 82° cot 68° cot 60° tan 68° tan 82° ⇒ cot 60° = 1/√3 ∴ tan 8° tan 22° cot 60° tan 68° tan 82° = 1/√3


Related Questions:

Find the area of the triangle; AB = 5, BC = 8 and ∠CAB = 60

1000114764.jpg

In the figure, AB=4 centimetres, BC =5 centimetres. <B=90° cos C is:

Conert Radian to Degree :

7π4\frac{7\pi}{4}

In the figure <BOX = t⁰ , Coordinates of B are (½,½). What is sin t?

WhatsApp Image 2024-12-15 at 15.07.32.jpeg
Express sin θ in terms of cot θ, where θ is an acute angle.