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Find the minimum value of 3sinθ + 4cosθ.


1. -5
2. 5
3. -7
4. 7

1 Answer

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Best answer
Correct Answer - Option 1 : -5

Given:

3sinθ + 4cosθ

Concept Used:

Minimum value of a sinθ + b cosθ is -√(a2 + b2)

Calculation:

Minimum value of 3sinθ + 4cosθ = -√(32 + 42)

⇒ -√25

⇒ -5

The minimum value of 3sinθ + 4cosθ is -5.    

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