Trigonometry Identities - General Substitution 3 Multiplied Order 2 (with Identity)

Question

Simplify this expression using trig identities

$$	ext{Using:} \   	ext{sec}{(\beta)} = \frac{1}{	ext{cos}{(\beta)}} \ 	ext{cot}{(\beta)} = \frac{	ext{cos}{(\beta)}}{	ext{sin}{(\beta)}} \   \ \overline{\phantom{...}} \ \ 	ext{Simplify:} \ \sec^{2}(\beta) \cdot \sin(\beta) \cdot \cot(\beta)$$

Accepted Answer

$$\sec(\beta)  $$

Answer

$$	an(\beta)  $$

Answer

$$\sin(\beta)  $$

Practice: Trigonometry Identities - General Substitution 3 Multiplied Order 2 (with Identity)

On this page:

Practice:

Trigonometry Identities - General Substitution 3 Multiplied Order 2 (with Identity)

Skills that use 'Trigonometry Identities - General Substitution 3 Multiplied Order 2 (with Identity)'