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Solve for x. \[\cos\left(\dfrac{2x}{7}\right) + \sin\left(\dfrac{3x}{5}\right)=4\]
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can this ever happen?
max values for sine and cosine ratios are \(\pm1\)
Are you sure this question is correct? Maximum value of cos(y) is 1, and the max of sin(y) is 1, for whatever y could be, so it could only ever have a maximum value of 2?
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