Amy (180 lbs) and Rachel (90 lbs) are standing on slippery ice and push off each other. If Amy slides at 5 m/s, what speed (meaning, don't worry about the direction or sign) does Rachel have? Hint 1: Don't worry about converting the weights of Amy and Rachel to kilograms here. Think the ratio of weights is the same as the ratio of masses (weight is therefore in a ratio of weights, the "s" cancel out). Please give your answer in units of m/s, however, do not explicitly include units when typing your answer into the answer box. Including actual units will result in your answer being incorrectly scored.

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Amy (180 lbs) and Rachel (90 lbs) are standing on slippery ice and push off each other. If Amy slides at 5 m/s what speed does Rachel have?
Amy (180 lbs) and Rachel (90 Ibs) are standing on slippery ice and push off each
other. If Amy slides at 5 m/s, what speed (meaning, don't worry about the direction
or sign) does Rachel have? Hint 1: Don't worry about converting the weights of Amy
and Rachel to kilograms here. Think the ratio of weights is the same as the ratio of
masses (weight is therefore in a ratio of weights, the "s" cancel out). Please give your
answer in units of m/s, however, do not explicitly include units when typing your
answer into the answer box. Including actual units will result in your answer being
incorrectly scored.
Amy
Rachel
Transcribed Image Text:Amy (180 lbs) and Rachel (90 Ibs) are standing on slippery ice and push off each other. If Amy slides at 5 m/s, what speed (meaning, don't worry about the direction or sign) does Rachel have? Hint 1: Don't worry about converting the weights of Amy and Rachel to kilograms here. Think the ratio of weights is the same as the ratio of masses (weight is therefore in a ratio of weights, the "s" cancel out). Please give your answer in units of m/s, however, do not explicitly include units when typing your answer into the answer box. Including actual units will result in your answer being incorrectly scored. Amy Rachel
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