(cosec45)^2*(sec30)^2*(sin90)^2*(cos60)

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on Nov 18, 2024 at 7:17 am



You asked:

Evaluate the expression: csc⁡(45)2sec⁡(30)2sin⁡(90)2cos⁡(60){\csc\left( 45 \right)}^{2} {\sec\left( 30 \right)}^{2} {\sin\left( 90 \right)}^{2} \cos\left( 60 \right)

MathBot Answer:

csc⁡(45)2sec⁡(30)2sin⁡(90)2cos⁡(60)=sin⁡2(90)cos⁡(60)csc⁡2(45)sec⁡2(30)≈−44.1853141313013089024653284707527{\csc\left( 45 \right)}^{2} {\sec\left( 30 \right)}^{2} {\sin\left( 90 \right)}^{2} \cos\left( 60 \right) = \sin^{2}{\left(90 \right)} \cos{\left(60 \right)} \csc^{2}{\left(45 \right)} \sec^{2}{\left(30 \right)} \approx -44.1853141313013089024653284707527

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