The maximum value of \( 5 \cos \theta+3 \cos \left(\theta+\frac{\pi}{3}\right)+3 \), is

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The maximum value of 5cos theta+3 cos (theta+π/3)+3|JEE|Main|Trigonometry|CET|MCQ|2024|25|NCERT|CBSE The maximum value of 5cos theta+3 cos (theta+π/3)+3|JEE|Main|Trigonometry|CET|MCQ|2024|25|NCERT|CBSE
The maximum value of `5costheta+3cos(theta+pi/3)+` is: The maximum value of `5costheta+3cos(theta+pi/3)+` is:
Prove that `5costheta+3cos(theta+pi/3)+3` lies between `-4` and `10`. Prove that `5costheta+3cos(theta+pi/3)+3` lies between `-4` and `10`.
The maximum value of 5 cos theta + 3 cos ((pi)/(3)+ theta ) + 3 is- | 12 | MCQ The maximum value of 5 cos theta + 3 cos ((pi)/(3)+ theta ) + 3 is- | 12 | MCQ's | MATHS | CHHA...
`[5cos theta+3cos(theta+pi/3)+3]` lies between `[5cos theta+3cos(theta+pi/3)+3]` lies between
Find maximum and minimum value of `5costheta+3sin(theta+pi/6)` Find maximum and minimum value of `5costheta+3sin(theta+pi/6)`
The maximum value of 5 cosθ+3 cos(θ+π/3)+3 is The maximum value of 5 cosθ+3 cos(θ+π/3)+3 is
Find the range of `f(theta) = 5 costheta + 3 cos(theta + pi/3) + 3 ` Find the range of `f(theta) = 5 costheta + 3 cos(theta + pi/3) + 3 `