28. QC S Review. Figure P1.28 shows students studying the thermal conduction of energy into cylindrical blocks of ice. As we will see in Chapter 19, this process is described by the equation Q_ krd (Th – T.) At 4L For experimental control, in one set of trials all quantities except d and At are constant. (a) If d is made three times larger, does the equation predict that At will get larger or get smaller? By what factor? (b) What pattern of proportionality of At to d does the equation predict? (c) To display this proportionality as a straight line on a graph, what quantities should you plot on the horizontal and vertical axes? (d) What expression represents the theoretical slope of this graph?

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter19: Temperature, Thermal Expansion And Gas Laws
Section: Chapter Questions
Problem 71PQ
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28. QC S Review. Figure P1.28 shows students studying the thermal conduction of energy into
cylindrical blocks of ice. As we will see in Chapter 19, this process is described by the equation
km²(Th – T.)
Q
At
4L
For experimental control, in one set of trials all quantities except d and At are constant.
(a) If d is made three times larger, does the equation predict that At will get larger or get smaller?
By what factor?
(b) What pattern of proportionality of At to d does the equation predict?
(c) To display this proportionality as a straight line on a graph, what quantities should you plot
on the horizontal and vertical axes?
(d) What expression represents the theoretical slope of this graph?
Transcribed Image Text:28. QC S Review. Figure P1.28 shows students studying the thermal conduction of energy into cylindrical blocks of ice. As we will see in Chapter 19, this process is described by the equation km²(Th – T.) Q At 4L For experimental control, in one set of trials all quantities except d and At are constant. (a) If d is made three times larger, does the equation predict that At will get larger or get smaller? By what factor? (b) What pattern of proportionality of At to d does the equation predict? (c) To display this proportionality as a straight line on a graph, what quantities should you plot on the horizontal and vertical axes? (d) What expression represents the theoretical slope of this graph?
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