Physics. Hooke’s law states that the relationship between the stretch s of a spring and the weight w causing the stretch is linear. For a particular spring, a 5 -pound weight causes a stretch of 2 inches, while with no weight, the stretch of the spring is 0. (A) Find a linear equation that expresses s in terms of w . (B) What is the stretch for a weight of 20 pounds? (C) What weight will cause a stretch of 3.6 inches?
Physics. Hooke’s law states that the relationship between the stretch s of a spring and the weight w causing the stretch is linear. For a particular spring, a 5 -pound weight causes a stretch of 2 inches, while with no weight, the stretch of the spring is 0. (A) Find a linear equation that expresses s in terms of w . (B) What is the stretch for a weight of 20 pounds? (C) What weight will cause a stretch of 3.6 inches?
Solution Summary: The author explains the linear equation that expresses the stretch of string s in terms of weight.
Physics. Hooke’s law states that the relationship between the stretch s of a spring and the weight
w
causing the stretch is linear. For a particular spring, a
5
-pound
weight causes a stretch of
2
inches, while with no weight, the stretch of the spring is
0.
(A) Find a linear equation that expresses
s
in terms of
w
.
(B) What is the stretch for a weight of
20
pounds?
(C) What weight will cause a stretch of
3.6
inches?
Perform a Step by step following tests in Microsoft Excel. Each of the following is 0.5 points, with a total of 6 points. Provide your answers in the following table.
Median
Standard Deviation
Minimum
Maximum
Range
1st Quartile
2nd Quartile
3rd Quartile
Skewness; provide a one sentence explanation of what does the skewness value indicates
Kurtosis; provide a one sentence explanation of what does the kurtosis value indicates
Make a labelled histogram; no point awarded if it is not labelled
Make a labelled boxplot; no point awarded if it is not labelled
Data
27
30
22
25
24
22
20
28
20
26
21
23
24
20
28
30
20
28
29
30
21
26
29
25
26
25
20
30
26
28
25
21
22
27
27
24
26
22
29
28
30
22
22
22
30
21
21
30
26
20
Consider a sample with data values of 27, 25, 20, 15, 30, 34, 28, and 25. Compute the range, interquartile range, variance, and standard deviation (to a maximum of 2 decimals, if decimals are necessary).
Range
Interquartile range
Variance
Standard deviation
Could you explain this using the formula I attached and polar coorindates
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