The discussion revolves around calculating Young's modulus for a wire based on its dimensions and the load applied. The problem involves understanding the relationship between force, area, and the resulting elongation of the wire.
The discussion has progressed with one participant identifying an error in the area used for the calculation, leading to a correction and a successful outcome. There is an acknowledgment of the importance of accurate data in solving the problem.
Participants note discrepancies in the provided area measurement, which led to confusion in the calculations. The original poster's initial use of an incorrect value is highlighted as a key issue.
JJones_86 said:Homework Statement
A wire of length 4.97 m with a cross-sectional area of 0.101 cm2 stretches by 6.53 mm when a load of 0.92 kN is hung from it. What is the Young's modulus for this wire?
Homework Equations
(F/A) = Y(Change in Length/Initial Length)
The Attempt at a Solution
(920 N)(4.97m)/(.00653m)(.0000104 m^2) = 6.73283E10
I can't seemt to figure out what I am doing wrong... Is that answer not in Pa?