show that tan 45°+cot 45°=4
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cot 45°=1. so; we have to put the value of tan45°and cot45°. 1-1=0 .
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Answer:
Let y=tan(x+45°)
y+1/y=4
y2–4y+1=0
y2–4y+4=3
(y−2)2=3
y−2=±3–√
y=2±3–√
tan(x+45°)=2±3–√
x+45°=tan−1(2±3–√)
x+45°=75°or375°
x=30°or335°
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