Fast food is often considered unhealthy because much of it is high in both fat and calories. But are the two related? Here are the fat (in grams) and calories contents of several brands of burgers. If the fat was recorded in kilograms, would this change the correlation? Suppose the relation is linear.   A. Yes: the two variables do not have the same units. B. No: correlation changes with change of units. C. No: correlation does not change with change of units. D. Yes: correlation changes with change of units. E. No: the relation is linear

MATLAB: An Introduction with Applications
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Fast food is often considered unhealthy because much of it is high in both fat and calories. But are the two related? Here are the fat (in grams) and calories contents of several brands of burgers. If the fat was recorded in kilograms, would this change the correlation? Suppose the relation is linear.
 

A. Yes: the two variables do not have the same units.
B. No: correlation changes with change of units.
C. No: correlation does not change with change of units.
D. Yes: correlation changes with change of units.
E. No: the relation is linear.
Fat (g) | Calorie
410
21
36
570
37
590
40
580
42
650
43
680
46
660
Transcribed Image Text:Fat (g) | Calorie 410 21 36 570 37 590 40 580 42 650 43 680 46 660
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