Flag Mechanics> A very small ice cube is released from th...
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A very small ice cube is released from the edge of a hemispherical frictionless bowl whose radius is 23.6 cm; see Fig.12-13. How fast is the cube moving at the bottom of the bowl?
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

Amit Saxena , 10 Years ago
Grade upto college level
anser 1 Answers
Navjyot Kalra
232-727_1.JPG
Last Activity: 10 Years ago
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