Challenger App

No.1 PSC Learning App

1M+ Downloads

figure shows a triangle and its circumcircle what is the radius of the circle

1000115094.jpg

AC=5 cm, angle ABC =60°

A4/√2

B5/√3

C6/√5

D3/√7

Answer:

B. 5/√3

Read Explanation:

circumradius = side/√3 = 5/√3


Related Questions:

If sec 44 cosec (3A-50°), where 44 and 34 are acute angles, find the value of A + 75.

IOf tanθ=2021tan\theta=\frac{20}{21}, then the Value of SinθCosθSinθ+Cosθ\frac{Sin{\theta}-Cos{\theta}}{Sin{\theta}+Cos{\theta}}

What is the area of an equilateral traingle whose each side is 14 cm long?
Find (1 - cos² θ)(cot²θ + 1) - 1.
What is the value of cot 35° cot 40° cot 45° cot 50° cot 55°?