if tanQ = √2-1 show that cot Q= √2+1
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Answer:
tanQ = √2-1
=> 1/cotQ = √2-1
=> cotQ = 1/(√2-1)
=> cotQ = (√2+1)/(√2²-1²)
=> cotQ = (√2+1)/(2-1)
=> cotQ = √2+1
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