show that tanA+cotB/cotA +tanB=tanA+cotA
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cotA + tanB / cotB + tanA
= (cotA + 1/cotB) / (cotB + 1/cotA)
= (cotAcotB + 1) / cotB / (cotAcotB + 1) / cotA
= cotA / cotB
= cotAtanB
= RHS
= (cotA + 1/cotB) / (cotB + 1/cotA)
= (cotAcotB + 1) / cotB / (cotAcotB + 1) / cotA
= cotA / cotB
= cotAtanB
= RHS
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hi mate
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