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Write the Maximum Value of Sin (Cos X). - Mathematics

Write the maximum value of sin (cos x).

 
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Solution

We know: 

\[ - 1 \leq \cos x \leq 1\]

\[\text{ Also, }\sin\left( - \theta \right) = - \sin\theta\]

\[\text{ When the angle increases from 0 to }\frac{\pi}{2}, \text{ the value of }\sin\theta\text{ also increases . }\]

\[ \therefore\text{ Maximum value of }\sin\left[ \cos x \right] = \sin\left( 1 \right)\]

  Is there an error in this question or solution?
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APPEARS IN

RD Sharma Class 11 Mathematics Textbook
Chapter 5 Trigonometric Functions
Q 3 | Page 40
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