Question

Find the value of 5 cosec^2 thetha - 5 cot^2 thetha?​

Answer 1

Answer:

Given Expression:

➜5csc²θ - 5cot²θ

To Find:

➜The value of the expression

Solution:

➜5csc²θ - 5cot²θ = 5(csc²θ - cot²θ)

|Using trigonometric formula

|Using trigonometric formula|➜csc²θ - cot²θ = 1

Now,

➜5csc²θ - 5cot²θ = 5(1)

➜5csc²θ - 5cot²θ = 5(1) ________{Using trigonometric formula}

➜5csc²θ - 5cot²θ = 5

Therefore, the value of the expression is 5..