Find the value of √1+sin2A+√1−sin2A√1+sin2A−√1−sin2A when |tanA|<1 and |A| is acute
The correct option is C. cotA
Given expression is √1+sin2A+√1−sin2A√1+sin2A−√1−sin2A
=√sin2A+cos2A+sin2A+√sin2A+cos2A−sin2A√1+sin2A−√1−sin2A