Question

if 1+ sin^2 theta= root 3 then prove that tan theta + cot theta = 1

Answer 1

sin²thita =√3/2 =p/h

so using Pythagoras gorgeous theorem
h²= b²+ p²
1²= b²+ √3²
1=b²+3
b²= 2
b =√2


hence tan titha = p/ b

√3/2