The drawing shows identical springs that are attached to a box in two different ways. Initially, the springs are unstrained. The box (m = 3 kg) is then pulled to the right and released. In each case the initial displacement of the box is the same. The force constant k is 800 N/m. Find ω (rad/s) of the spring systems. The answer must be rounded to one decimal place. Don't put any unit in the blank.

The drawing shows identical springs that are attached to a box in two different ways. Initially, the springs are unstrained. The box (m = 3 kg) is then pulled to the right and released. In each case the initial displacement of the box is the same. The force constant k is 800 N/m. Find ω (rad/s) of the spring systems. The answer must be rounded to one decimal place. Don't put any unit in the blank.

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The drawing shows identical springs that are attached to a box in two different ways. Initially, the springs are unstrained. The box ( m = 3 k g ) is then pulled to the right and released. In each case the initial displacement of the box is the same. The force constant k is 800 N / m . Find ω ( r a d / s ) of the spring systems.
The answer must be rounded to one decimal place. Don't put any unit in the blank.

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