Describe how to use both an equivalent trigonometric identity and a diagram to demonstrate that two trigonometric ratios are equivalent/2022

Describe how to use both an equivalent trigonometric identity and a diagram to demonstrate that two trigonometric ratios are equivalent.   Listen  11/05/2022, 10:36 Assessment – MHF4U n26+ NSA, Advanced Functions, 12, University – Virtual High School https://lms.virtualhighschool.com/d2l/le/content/64974/viewContent/1099605/View 3/3 a) Use one of the following equivalent trigonometric expressions: sin(θ + 3π 2 ) = − cos θ cos(θ + 3π 2 ) = sin θ tan(θ + 3π 2 ) = − cot θ sin( 3π 2 − θ) = − cos θ cos( 3π 2 − θ) = − sin θ tan( 3π 2 − θ) = cot θ b) Using a diagram demonstrate how the related angle formulas are true. Create an example to illustrate your findings in part a) (choose a value for θ and solve both sides to prove that they are equal.)