In the mobile app "Cut the Rope", a mass (of candy) swings on a rope and the game player selects a point to cut the rope so it lands in a cute little monster's mouth. Imagine that the mass is suspended from a fixed pivot point by a massless string of length L lowest point, and is then cut on the other side at 0cut = 0.3 m. It is released from an angle 00 = 39 °, swings through its = 28 °. Once cut, the mass flies free (no drag) and lands on a surface a distance d away from the point where it was when the rope was cut. The surface is at the same height as the mass when the rope is cut. The figure below shows the situation described above. i O cut d After the string is cut, how far does the candy travel in the horizontal direction? d = number (rtol=0.05, atol=1e-08) Problem is licensed under the CC-BY-NC-SA 4.0 license.

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Question 10: Cut The Rope
In the mobile app "Cut the Rope", a mass (of candy) swings on a rope and the game player selects a point to
cut the rope so it lands in a cute little monster's mouth. Imagine that the mass is suspended from a fixed pivot
point by a massless string of length L
lowest point, and is then cut on the other side at 0cut = 28 °. Once cut, the mass flies free (no drag) and lands
= 0.3 m. It is released from an angle 00 = 39 °, swings through its
on a surface a distance d away from the point where it was when the rope was cut. The surface is at the same
height as the mass when the rope is cut.
The figure below shows the situation described above.
1 O cut
d
After the string is cut, how far does the candy travel in the horizontal direction?
m
d =
number (rtol=0.05, atol=1e-08)
Problem is licensed under the CC-BY-NC-SA 4.0 license.
9°C
Transcribed Image Text:Question 10: Cut The Rope In the mobile app "Cut the Rope", a mass (of candy) swings on a rope and the game player selects a point to cut the rope so it lands in a cute little monster's mouth. Imagine that the mass is suspended from a fixed pivot point by a massless string of length L lowest point, and is then cut on the other side at 0cut = 28 °. Once cut, the mass flies free (no drag) and lands = 0.3 m. It is released from an angle 00 = 39 °, swings through its on a surface a distance d away from the point where it was when the rope was cut. The surface is at the same height as the mass when the rope is cut. The figure below shows the situation described above. 1 O cut d After the string is cut, how far does the candy travel in the horizontal direction? m d = number (rtol=0.05, atol=1e-08) Problem is licensed under the CC-BY-NC-SA 4.0 license. 9°C
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