One popular design of a household juice machine is a conical, perforated stainless steel basket 3.30 cm high with a closed bottom of diameter 8.00 cm and open top of diameter 14.40 cm that spins at 16000 revolutions per minute about a vertical axis. Solid pieces of fruit are chopped into granules by cutters at the bottom of the spinning cone. Then the fruit granules rapidly make their way to the sloping surface where the juice is extracted to the outside of the cone through the mesh perforations. The dry pulp spirals upward along the slope to be ejected from the top of the cone. The juice is collected in an enclosure immediately surrounding the sloped surface of the cone. Pulp Motor Spinning basket Juice spout (a) What centripetal acceleration does a bit of fruit experience when it is spinning with the basket at a point midway between the top and bottom? m/s² ---Direction--- (b) Observe that the weight of the fruit is a negligible force. What is the normal force on 2.00 g of fruit at that point? N (c) If the effective coefficient of kinetic friction between the fruit and the cone is 0.560, with what acceleration relative to the cone will the bit of fruit start to slide up the wall of the cone at that point, after being temporarily stuck? m/s² (radially up the wall of the cone) g ---Direction--- e ---Direction--- away from center of basket gible etwe oe. towards center of basket 2 (radially up the wall of the cone

Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
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Chapter10: Rotational Motion
Section: Chapter Questions
Problem 11P: A disk 8.00 cm in radius rotates at a constant rate of 1200 rev/min about its central axis....
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One popular design of a household juice machine is a conical, perforated stainless steel basket 3.30 cm high with a closed bottom of diameter 8.00 cm and open top of diameter 14.40 cm that spins at 16000 revolutions per minute about a vertical axis. Solid pieces of fruit are chopped into
granules by cutters at the bottom of the spinning cone. Then the fruit granules rapidly make their way to the sloping surface where the juice is extracted to the outside of the cone through the mesh perforations. The dry pulp spirals upward along the slope to be ejected from the top of the
cone. The juice is collected in an enclosure immediately surrounding the sloped surface of the cone.
Pulp
Motor
Spinning
basket
Juice spout
(a) What centripetal acceleration does a bit of fruit experience when it is spinning with the basket at a point midway between the top and bottom?
m/s² ---Direction---
(b) Observe that the weight of the fruit is a negligible force. What is the normal force on 2.00 g of fruit at that point?
N
(c) If the effective coefficient of kinetic friction between the fruit and the cone is 0.560, with what acceleration relative to the cone will the bit of fruit start to slide up the wall of the cone at that point, after being temporarily stuck?
m/s² (radially up the wall of the cone)
Transcribed Image Text:One popular design of a household juice machine is a conical, perforated stainless steel basket 3.30 cm high with a closed bottom of diameter 8.00 cm and open top of diameter 14.40 cm that spins at 16000 revolutions per minute about a vertical axis. Solid pieces of fruit are chopped into granules by cutters at the bottom of the spinning cone. Then the fruit granules rapidly make their way to the sloping surface where the juice is extracted to the outside of the cone through the mesh perforations. The dry pulp spirals upward along the slope to be ejected from the top of the cone. The juice is collected in an enclosure immediately surrounding the sloped surface of the cone. Pulp Motor Spinning basket Juice spout (a) What centripetal acceleration does a bit of fruit experience when it is spinning with the basket at a point midway between the top and bottom? m/s² ---Direction--- (b) Observe that the weight of the fruit is a negligible force. What is the normal force on 2.00 g of fruit at that point? N (c) If the effective coefficient of kinetic friction between the fruit and the cone is 0.560, with what acceleration relative to the cone will the bit of fruit start to slide up the wall of the cone at that point, after being temporarily stuck? m/s² (radially up the wall of the cone)
g
---Direction---
e ---Direction---
away from center of basket
gible
etwe
oe.
towards center of basket
2
(radially up the wall of the cone
Transcribed Image Text:g ---Direction--- e ---Direction--- away from center of basket gible etwe oe. towards center of basket 2 (radially up the wall of the cone
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