Using the data values for D and H (from the incline alone), determine the value for “h” from the data generated from the “d” values. This is very straightforward (no trig is needed): the ratio is H/D = h/d. Show the work for the first data point below:
Using the data values for D and H (from the incline alone), determine the value for “h” from the data generated from the “d” values. This is very straightforward (no trig is needed): the ratio is H/D = h/d. Show the work for the first data point below:
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Chapter1: Units, Trigonometry. And Vectors
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Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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- Using the data values for D and H (from the incline alone), determine the value for “h” from the data generated from the “d” values. This is very straightforward (no trig is needed): the ratio is H/D = h/d.
Show the work for the first data point below:

Transcribed Image Text:Constant Value Data Table:
Length of the entire ramp, D
(m)
Height of the entire ramp, H
(m)
Spring constant for the hoop
spring (N/m)
1.3
0.08
200
Data Table:
Spring Compression
(m)
Height of the cart at the
top of the incline (m)
Spring Energy (J)
Distance "d" cart travels
along the incline (m)
.01
.01
.106
.00654
.02
.04
.439
.027
.03
.09
.959
.059
.04
.16
1.674
.103
.05
.25
2.600
.16

Transcribed Image Text:d
|h
H
Figure 1
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