Use the quotient identity to simplify the following expression: $$ 5 \cos A \cdot \tan A+1 $$ INSTRUCTION: If you need to type a trigonometric expression, put brackets around the angle. For example: $$ \sin (\mathbf{A}) $$ or $$ \cos (\mathbf{A}) $$. Answer: The simplified answer is:

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Calculate or simplify the expression $$ 5 \cos(A) \cdot 	an(A) + 1 $$.
Simplify the expression by following steps:
- step0: Solution:
  $$5\cos\left(Aight)	an\left(Aight)+1$$
- step1: Rewrite the expression:
  $$5\sin\left(Aight)+1$$
The simplified expression is $$5\sin(A)+1$$.
The simplified expression is $$5\sin(A)+1$$.

Use the quotient identity to simplify the following expression: \[ 5 \cos A \cdot \tan A+1 \] INSTRUCTION: If you need to type a trigonometric expression, put brackets around the angle. For example: \( \sin (\mathbf{A}) \) or \( \cos (\mathbf{A}) \). Answer: The simplified answer is:

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