If tanA+1/tanA=2 then
(A)tan^2A+(1/tan^2A)=2
(B)tan^3A+(1/tan^3A)=2
(C)tan^4A+(1/tan^4A)=8
(D)tan^n+(1/tan^nA)=2
note: this is a multi answer question
Answers
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Step-by-step explanation:
tan A + 1 / tan A = 2
tan A + cot A = 2
this possible when A = 45
A) is true
tan ^2 A + 1 /tan^2 A
tan ^ 2 45 + 1 / tan ^2 45
1 +1 = 2
option B) is true
tan ^3 A + 1/ tan^3 A
= tan ^3 45 + 1 / tan^3 45
= 2
option C ) is false (as it is option A and B)
option D) is true ( as it is option A and B)
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