Which graph do you need to print in this lab? Kmax Vs. f Where Kmax is on the horizontal axis and f is on the vertical axis Kmax Vs. f Where Kmax is on the vertical axis and f is on the horizontal axis f Vs. Kmax Where Kmax is on the horizontal axis and f is on the vertical axis
Which graph do you need to print in this lab? Kmax Vs. f Where Kmax is on the horizontal axis and f is on the vertical axis Kmax Vs. f Where Kmax is on the vertical axis and f is on the horizontal axis f Vs. Kmax Where Kmax is on the horizontal axis and f is on the vertical axis
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Which graph do you need to print in this lab?
Kmax Vs. f
Where Kmax is on the horizontal axis and f is on the vertical axis
Kmax Vs. f
Where Kmax is on the vertical axis and f is on the horizontal axis
f Vs. Kmax
Where Kmax is on the horizontal axis and f is on the vertical axis
![4e. In Excel, we will plot K versus f. Since K
= hf- 0 we find that it fits a line of the
max
max
form
y = mx + b. Therefore plotting K versus f will result in a slope equivalent to
Planck's constant and an intercept equivalent to the work function of the material in the
phototube.
max
4f. Plot this data on a scatterplot in Excel. Include a trendline and the regression (R²) coef-
ficient for the best linear fit. See Appendix E: "Excel Notes" for details on changing the
significant figures of your slope. Please report your slope to three significant figures.
4g. Print this graph.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F59700d68-3e36-4f33-9444-7c2a13212839%2F604c7685-7dd8-4734-875d-77472b534f55%2Fkn1shya_processed.png&w=3840&q=75)
Transcribed Image Text:4e. In Excel, we will plot K versus f. Since K
= hf- 0 we find that it fits a line of the
max
max
form
y = mx + b. Therefore plotting K versus f will result in a slope equivalent to
Planck's constant and an intercept equivalent to the work function of the material in the
phototube.
max
4f. Plot this data on a scatterplot in Excel. Include a trendline and the regression (R²) coef-
ficient for the best linear fit. See Appendix E: "Excel Notes" for details on changing the
significant figures of your slope. Please report your slope to three significant figures.
4g. Print this graph.
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