In the figure below, both the ceiling and the ruler accelerate together at 1.6 m/s2 in the +y direction, and the reading to the "new" length of the vertical wire is as indicated. Ignore the effect on the two diagonal wires. Other parameters are below: Weight of the pan 5 N Weights (or loads) 74 N Originally, the wire has a length 0.200 cm, and diameter of 2.7 cm. Calculate the Young's modulus of the wire in Pa. NOTES: Use pi 3.14. Final answer in ZERO decimal place.
In the figure below, both the ceiling and the ruler accelerate together at 1.6 m/s2 in the +y direction, and the reading to the "new" length of the vertical wire is as indicated. Ignore the effect on the two diagonal wires. Other parameters are below: Weight of the pan 5 N Weights (or loads) 74 N Originally, the wire has a length 0.200 cm, and diameter of 2.7 cm. Calculate the Young's modulus of the wire in Pa. NOTES: Use pi 3.14. Final answer in ZERO decimal place.
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Transcribed Image Text:In the figure below, both the ceiling and the ruler accelerate together at 1.6 m/s2 in the +y direction, and the reading to the "new" length of the vertical wire is as
indicated. Ignore the effect on the two diagonal wires. Other parameters are below:
Weight of the pan = 5 N
Weights (or loads) = 74 N
Originally, the wire has a length 0.200 cm, and diameter of 2.7 cm. Calculate the Young's modulus of the wire in Pa.
NOTES: Use pi = 3.14.
Final answer in ZERO decimal place.
4.000
4.100
4.200
4.300
cm
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