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REQUIRED! Prove that each set of units are equivalent to each other by manipulating the sets of units on the right and making them look the ones on the left. Remember that you cannot do any operations on both sides because you are still trying to prove that this is an equation. You will need the A = J = N • m V. following unit definitions: T = A•m' : n=; ? A ·N=T m · m/s

REQUIRED! Prove that each set of units are equivalent to each other by manipulating the sets of units on the right and making them look the ones on the left. Remember that you cannot do any operations on both sides because you are still trying to prove that this is an equation. You will need the A = J = N • m V. following unit definitions: T = A•m' : n=; ? A ·N=T m · m/s

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REQUIRED! Prove that each set of units are equivalent to each other by manipulating the sets of units on the right and making them look the ones on the left. Remember that you cannot do any operations on both sides because you are still trying to prove that this is an equation. You will need the following unit definitions: T = n=; A =; J = N • m Ω A:m' A:0 T •m · m/s
Transcribed Image Text:REQUIRED! Prove that each set of units are equivalent to each other by manipulating the sets of units on the right and making them look the ones on the left. Remember that you cannot do any operations on both sides because you are still trying to prove that this is an equation. You will need the following unit definitions: T = n=; A =; J = N • m Ω A:m' A:0 T •m · m/s
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