Find the constant, k, in units N/m from the equation: m=2π/√k where m= 0.0566 sec/kg^0.5  (Note that this is algebra based physics)

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Chapter1: Units, Trigonometry. And Vectors
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Find the constant, k, in units N/m from the equation: m=2π/√k

where m= 0.0566 sec/kg^0.5 

(Note that this is algebra based physics)

y = 0.113 x-1.89
0.113 N
cm
x
100cm - 11.3N/m
Im
b. Calculations for experiment 2: Oscillating masses
Slope value from trendline equation for the T versus √m graph. Give the result with thre
significant digits and the correct unit:
0.5
Slope = 0.0566 sec / kg.
slope = 275
NK'
Show the reasoning and the math to calculate the spring constant. Keep your units thro
the calculation.
0.0566 sec/kg ³ = 2^T
11.3
Slope = k = _ \\.3 N/m
[
|AK|
percentage diff = X 100%
Καν
h = /271
277
Slope
c. Percentage difference between the two values of k:
k =
Transcribed Image Text:y = 0.113 x-1.89 0.113 N cm x 100cm - 11.3N/m Im b. Calculations for experiment 2: Oscillating masses Slope value from trendline equation for the T versus √m graph. Give the result with thre significant digits and the correct unit: 0.5 Slope = 0.0566 sec / kg. slope = 275 NK' Show the reasoning and the math to calculate the spring constant. Keep your units thro the calculation. 0.0566 sec/kg ³ = 2^T 11.3 Slope = k = _ \\.3 N/m [ |AK| percentage diff = X 100% Καν h = /271 277 Slope c. Percentage difference between the two values of k: k =
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