Tactics Box 5.3 Working with Ropes and Pulleys 5 of 23 • The strings are massless, and • The pulleys are ideal-that is, the pulleys are massless and there is no friction where they turn on their axles. I Review I Constants I Periodic Table Part C This Tactics Box collects some known properties of massless ropes, ideal pulleys, and tension into three rules that are used extensively in solving problems with ropes, strings and pulleys. Add the forces acting on the weight to find its mass, mw. Express your answer in terms of some or all of the variables F, mg and g. Figure 1 of 1> • View Available Hint(s) mw = mb • g Rope 1 Submit Previous Answers Request Answer B Rope 2 X Incorrect; Try Again; 8 attempts remaining W Provide Feedback Next >

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Add the forces acting on the weight to find its mass, mW. Express your answer in terms of some or all of the variables F,mB and g.

<HW 5
Tactics Box 5.3 Working with Ropes and Pulleys
5 of 23
• The strings are massless, and
• The pulleys are ideal-that is, the
pulleys are massless and there is no
friction where they turn on their axles.
I Review I Constants I Periodic Table
Part C
This Tactics Box collects some known properties of
massless ropes, ideal pulleys, and tension into three
rules that are used extensively in solving problems
with ropes, strings and pulleys.
Add the forces acting on the weight to find its mass, mw.
Express your answer in terms of some or all of the variables F, mB and g.
Figure
• View Available Hint(s)
1 of 1
>
ΑΣφ
?
\mb•g
mw =
Rope 1
Submit
Previous Answers Request Answer
Rope 2
X Incorrect; Try Again; 8 attempts remaining
W
Provide Feedback
Next >
Transcribed Image Text:<HW 5 Tactics Box 5.3 Working with Ropes and Pulleys 5 of 23 • The strings are massless, and • The pulleys are ideal-that is, the pulleys are massless and there is no friction where they turn on their axles. I Review I Constants I Periodic Table Part C This Tactics Box collects some known properties of massless ropes, ideal pulleys, and tension into three rules that are used extensively in solving problems with ropes, strings and pulleys. Add the forces acting on the weight to find its mass, mw. Express your answer in terms of some or all of the variables F, mB and g. Figure • View Available Hint(s) 1 of 1 > ΑΣφ ? \mb•g mw = Rope 1 Submit Previous Answers Request Answer Rope 2 X Incorrect; Try Again; 8 attempts remaining W Provide Feedback Next >
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