Question

Please Help Maths TanA+CotA=2 Then Tan32A + cot32A=​

Answer 1

Step-by-step explanation:

step by step solution has been enclosed.

Answer 2

Answer:

Undefined (∞)

Step-by-step explanation:

Given Expression TanA + CotA = 2

(SinA/CosA + CosA/SinA) = 2

(Sin²A + Cos²A) ÷ SinACosA = 2

1 = 2SinACosA

1 = Sin2A

Sin2A = 90°

2A = 90°

A = 45°

Now Lets Keep the A value in the Above equation

Tan32A + Cot32A =

then Tan32(45) + Cot32(45) =

Tan (1440) + Cot (1440) =

Tan (4*360 + 0) + Cot (4*360 + 0) =

Tan (0°) + Cot (0°) =

As we know Tan (0°) = 0 and Cot (0°) = ∞,

0 + ∞ = ∞

Hence the answer is ∞