simplify( 1 - cos theta)
( 1 + cos theta ) (1 + cot square theta)
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( 1 - cos theta) ( 1 + cos theta ) (1 + cot square theta)
⇒ (1² - cos² theta) (1 + cot² theta) [ here, we just apply the formula a² - b² = (a+b) (a-b) ]
⇒ (1² - cos² theta) * cosec² theta [ we know that (1 + cot² theta) = cosec² theta]
⇒ sin² theta * cosec² theta [ we also know that (1² - cos² theta) = sin² theta ]
⇒ sin² theta * (1 / sin² theta) [ apply this formula (1 / sin² theta) = cosec² theta ]
⇒ 1
So, the final answer is 1
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