Prove 1 minus tan square A by cot square A minus 1 is equal to tan square
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(1-tan^2 A)/(cot^2 A-1/={1-(sin A/cos A)^2/{(cos A/sin A)^2-1}
{(cos^2 A-sin^2 A)/cos^2 A}/{(cos^2 A - sin^2A)/sin^2 A}= sin^2 A/cos^2 A= tan^2 A
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