(1+ cot² A)/(1+ tan² A) is equal to
A) tan² A
B) sec² A
C) cosec² A – 1
D) 1 – sin² A
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(1+cot²A )/ (1+tan²A) = (cosec²A )/ (sec²A) [°•° cosec²A - cot²A =1 & sec²A-tan²A =1]
= cot²A = cosec²A -1
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