Math, asked by kamalganga123, 1 month ago

Prove that:
(1-cos²A) sec²A= Tan²A​

Answers

Answered by arpanaial06
4

Answer:

(1-cos²A) sec²A= Tan²A

sin²A× sec²A = tan²A

 \frac{sin²A}{cos²A}  = tan²A

tan²A = tan²A

hope it will help you dear

Answered by mishrasarthak163
0

(1-cos²A) sec²A= Tan²A

sin²A× sec²A = tan²A

SinA²A/CosA²A = TanA²A

tan²A = tan²A (Hence Proved)!!!

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