Prove that :
sin² theta (1 + cos² theta ) = 1
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Answer:
Prove identity sin²0 + cos²0 = 1 , geometrically.
Solution
In right ∆ABC , angle B = 90°
By Pythagoras theorem ;
AC² =AB² +BC²
Dividing both sides by AC²
➝ AC² =AB²+BC²
AC² =AB²+AC²
➝1 = (AB)² + (BC)²
(AC). (AC)
Hope it will help you
➝sin² A + Cos² A=1 .
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