(Sin thita - cos thita ÷ sin thita + cos thita ) + (sin thita + cos thita ÷sin thita - cos thita)
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- ( sin@ -cos@ )square + sin theta + cos theta whole square divided by sin squared theta minus cos squared theta then using identity sin square sin square theta - 2 cos theta minus sin theta + sin square theta + cos square theta + 2 sin theta cos theta cancel e sin squared theta minus cos squared theta equal to -1
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