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Using a double angle formula, determine all solutions for

$5\sin(2\theta)-5\cos(\theta) =0$

Solutions with base angle in quadrant I: $\theta =$ + $n$
Solutions with base angle in quadrant II: $\theta =$ + $n$
Solutions with base angle not in any quadrant: $\theta =$ + $n$

where $n$ is any integer, and all base angles are between $0$ and $2\pi$ .

Use radian measure and enter your answers using at least four significant digits.