The terminal side of angle theta contains the points -(-20,21)Find the exact values of the six trigonometric functions of theta. Use radicals if necessary, but no decimals

Answer 1

Find the length of the terminal side using the Pythagorean Theorem.

√-20)²+(21)² = √841 (I don't believe this simplifies)

opposite = 21

adjacent = -21

hypotenuse = √841

Therefore

sin θ = 21/√841

cos θ = -20/√841

tan θ = -21/20

csc θ = √841/21

sec θ = -√841/20

cot θ = -20/21