If α+β=90° and tan α=3/4, then what is the value of cot β
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Answer:cotβ=3/4
Step-by-step explanation: tanα=cot(90-α) (∵tan(90°-Θ) = cotΘ )
=cotβ (∵α+β=90° ∴β=90°-α)
=3/4
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