Suppose that α is an angle such that tanα=53 and cosα<0. Also, suppose that β is an angle such that cotβ=−74 and secβ<

Post by **answerhappygod** » Thu Jul 14, 2022 3:58 pm

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Suppose that α is an angle such that tanα=53 and cosα<0. Also, suppose that β is an angle such that cotβ=−74 and secβ<0. Find the exact value of sin ( α−β ). sin(α−β)= (Simplify your answer, including any radicals. Use integers or fractions for any numbers in the expression.)

Suppose that α is an angle such that tanα=53​ and cosα<0. Also, suppose that β is an angle such that cotβ=−74​ and secβ<

Suppose that α is an angle such that tanα=53​ and cosα<0. Also, suppose that β is an angle such that cotβ=−74​ and secβ<

Suppose that α is an angle such that tanα=53 and cosα<0. Also, suppose that β is an angle such that cotβ=−74 and secβ<

Suppose that α is an angle such that tanα=53 and cosα<0. Also, suppose that β is an angle such that cotβ=−74 and secβ<