Step 1

Similarity: If hypotenuse is given then using both \(\displaystyle{\sin{{0}}}{\quad\text{and}\quad}{\cos{{0}}}\) we can evaluate length of sides of a right triangle.

Step 2

Difference:

\(\displaystyle{\sin{{0}}}\): Find the side opposite to the acute angle 0

\(\displaystyle{\cos{{0}}}\):Find the adjacent side to the acute angle 0

Similarity: If hypotenuse is given then using both \(\displaystyle{\sin{{0}}}{\quad\text{and}\quad}{\cos{{0}}}\) we can evaluate length of sides of a right triangle.

Step 2

Difference:

\(\displaystyle{\sin{{0}}}\): Find the side opposite to the acute angle 0

\(\displaystyle{\cos{{0}}}\):Find the adjacent side to the acute angle 0