A $110 k g$ panda is riding on a $3.0 m$ long swing whose mass can be considered negligible. The highest point of its arc occurs when the swing makes a $20^{o}$ angle with the vertical.
What is the magnitude of the total tension in the ropes of the swing at that point?

0 N

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103 N

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369 N

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1013 N

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1078 N

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Solution

The correct option is C $1013 N$
Given : $m = 110$ kg
Tension in the string $T = m g$ $c o s 20^{o} = 110 \times 9.8 \times 0.94 = 1013$ N

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A 110kg panda is riding on a 3.0m long swing whose mass can be considered negligible. The highest point of its arc occurs when the swing makes a 20o angle with the vertical.What is the magnitude of the total tension in the ropes of the swing at that point?

The correct option is C 1013NGiven : m=110 kg Tension in the string T=mg cos20o=110×9.8×0.94=1013 N

A $110 k g$ panda is riding on a $3.0 m$ long swing whose mass can be considered negligible. The highest point of its arc occurs when the swing makes a $20^{o}$ angle with the vertical.
What is the magnitude of the total tension in the ropes of the swing at that point?

The correct option is C $1013 N$
Given : $m = 110$ kg
Tension in the string $T = m g$ $c o s 20^{o} = 110 \times 9.8 \times 0.94 = 1013$ N