The six figures below show various situations where blocks of different weights
ID: 2046229 • Letter: T
Question
The six figures below show various situations where blocks of different weights are attached by ropes to rigidly fixed objects, so that the blocks are at rest. The situations differ in a number of ways, as the figures show. The weights of the blocks (in newtons) are given in the figures, as well as the directions and magnitudes of any other forces that may be acting (exerted by a person pushing or pulling on the block). In case E, the downward force has a magnitude of P = 10·N.boxes
Rank these arrangements, from greatest to least, on the basis of the tension in the rope. Ties are possible. Use the symbols > and = to indicate your ranking, listing any that are equal in alphabetical order. For example, if Y and Z are the same and are both greater than X, then you would enter Y=Z>X (note: Z=Y>X would be incorrect, since Y and Z, being equal, must be in alphabetical order).
LARGEST TENSION 1 SMALLEST TENSION
Please show how you calculated the tension! Thank you!
The six figures below show various situations where blocks of different weights are attached by ropes to rigidly fixed objects, so that the blocks are at rest. The situations differ in a number of ways, as the figures show. The weights of the blocks (in newtons) are given in the figures, as well as the directions and magnitudes of any other forces that may be acting (exerted by a person pushing or pulling on the block). In case E, the downward force has a magnitude of P = 10N.boxes Rank these arrangements, from greatest to least, on the basis of the tension in the rope. Ties are possible. Use the symbols > and = to indicate your ranking, listing any that are equal in alphabetical order. For example, if Y and Z are the same and are both greater than X, then you would enter Y=Z>X (note: Z=Y>X would be incorrect, since Y and Z, being equal, must be in alphabetical order). LARGEST TENSION 1 SMALLEST TENSION Please show how you calculated the tension! Thank you!Explanation / Answer
in A T-80 =0 T=80 N IN B T-80 =0 T=80 N IN C T +40 =120 T = 80 N IN D T -50 =0 T=50 N IN E T -10 =40 T=50 N IN F T -60 =40 T=100 N F (100 N) > A = B = C(80 N) >D = E(50 N)
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