prove that tan²thita+cot²thita+2=sec²thita cosec²thita
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Step-by-step explanation:
tan²theta+cot²theta+2
=tan²theta+cot²theta+2tan²thetacot²theta
=(tantheta+cottheta)²
=(1/sintheta costheta)²
=1/sin²theta cos²theta
=sec²thetacosec²theta
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