1) Display a trend line, linear fit equation (and R²), and appropriate Graph #1 0.1559x 0.0412 R 0.9273 y = favg: 120 Hz Mest (kg/m)= 0.00 33 52 2) Determine the slope as the constant, C. = (1/(4µf²)). 0003352 3) Use the constant, Co= (1/(4uf2)), to estimate the linear mass density, μ, by the expression, =(1/(4Co favg. 2)) where the value for favg. is taken from Table 18-1.
1) Display a trend line, linear fit equation (and R²), and appropriate Graph #1 0.1559x 0.0412 R 0.9273 y = favg: 120 Hz Mest (kg/m)= 0.00 33 52 2) Determine the slope as the constant, C. = (1/(4µf²)). 0003352 3) Use the constant, Co= (1/(4uf2)), to estimate the linear mass density, μ, by the expression, =(1/(4Co favg. 2)) where the value for favg. is taken from Table 18-1.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Help with question 2 and 3 please.
Help with question 2 and 3 please.
Transcribed Image Text:1) Display a trend line, linear fit equation (and R²), and appropriate chart axis labels and title.
Graph #1 = 0.1559x +0.0412
R² 0.9273
favg: 120 H₂
Mest (1 glm)= 0.00 33 52
2) Determine the slope as the constant, C. = (1/(4µf²)).
10.0003352
3) Use the constant, C.= (1/(4uf 2)), to estimate the linear mass density, u, by the expression,
H=(1/(4Co favg. 2)) where the value for favg. is taken from Table 18-1.
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