Solve this proving
Trignometery
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Solution
L.H.S → (cot A + tan B)/(tan A + cot B)
Since tan∅ = 1/cot∅ therefore
→ (cotA + 1/cotB)/(1/cotA + cotB)
On taking L.C.M we get,
→ (cotA cot B + 1)/cotB ÷ (1 + cotA cotB)/cotA
→ (cotA cotB + 1)/(cotA + cotB + 1) × cotA/cotB
→ cot A/cot B = Middle Term
Since tan B = 1/cot B hence
→ cotA tanB = R.H.S
Q.E.D
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