Directions: Verify the given problems.
1) csc x • sin x= 1
1/sin x • sin x=1 1)Reciprocal Identity: csc x=1/sin x
1=1
✔
2) cot(-u) • sin u = -sin² u/cos u
-cot u² • sin u = -sin² u/cos u 1)Even/Odd Identity: cot(-u)=-cot u
(-sin u/cos u)sin u = -sin² u/cos u 2)Quotient Identity:cot u=cos u/sin u
-sin² u/cos u = -sin² u/cos u
✔
1) csc x • sin x= 1
1/sin x • sin x=1 1)Reciprocal Identity: csc x=1/sin x
1=1
✔
2) cot(-u) • sin u = -sin² u/cos u
-cot u² • sin u = -sin² u/cos u 1)Even/Odd Identity: cot(-u)=-cot u
(-sin u/cos u)sin u = -sin² u/cos u 2)Quotient Identity:cot u=cos u/sin u
-sin² u/cos u = -sin² u/cos u
✔