A small box with mass $0\mathrm{.}5$ kg is attached to a spring $(k=150\frac{N}{m})$ and oscillates left and right. At a particular moment, the box is $30$ cm to the right of its equilibrium position moving left with a speed of $4\frac{m}{s}.$

Part A

What is the maximum distance to the right of its equilibrium position the box will reach?

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Part B

What is the maximum speed the box will have?

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Part C

What is the period of the box's oscillations?

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$?$

s

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