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height of 0.70 m
pulled back distance of 0.10 m
mass of 7 g
velocity of .21 m/s

2007-12-11 01:01:16 · 2 answers · asked by Nomo 2 in Science & Mathematics Physics

2 answers

The spring does not achieve its max horizontal velocity V until it returns to its uncompressed state

Range = Vt
Time t depends on the height above the landing point
h=0.5gt^2
t= sqrt(2 h /g)
finally
Range = Vt=V sqrt(2 h /g)

Range = 0.21 sqrt(2 x 0.7/9.81)=
Range =0.08m or 8cm
(Note: These calculations are based on a spring that turns rigid as soon as it achieve max velocity V. In reality the motion is bit more complex and basically a damped oscillation.)

2007-12-11 05:16:01 · answer #1 · answered by Edward 7 · 0 0

Calculate kinetic energy for: mass of 7 g, velocity of .21 m/s. Set that equal to (1/2) k [(0.10 m)^2] and solve for k

2007-12-11 09:56:25 · answer #2 · answered by Tim C 7 · 0 0

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