Proportional Relationships — Quiz Answers

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3

Corrine wrote temperatures in degrees Celsius and the equivalent temperatures in degrees Fahrenheit. Equivalent Temperatures Celsius negative 10 5 10 20 Fahrenheit 14 41 50 68 Which explains how Corrine could determine if the temperatures vary directly?

A
Draw a graph of the temperatures; if the points form a straight line, then the temperatures vary directly.
B
Look for a pattern in the table; if the pattern is consistent, then the temperatures vary directly.
C
Compare the equivalent temperatures as a ratio; if the ratios are equivalent, then the temperatures vary directly.
D
Write an equation that converts one temperature to another; if the temperatures satisfy the equation, then they vary directly.
5

Lydia writes the equation with a missing value. y is equal to 5 x minus square She puts a value in the box and says that the equation represents a direct variation. Which explains whether the equation could represent a direct variation?

A
If she puts 0 in the box she would have a direct variation.
B
The equation has a minus sign, so it cannot represent a direct variation.
C
If she puts 5 in the box she would have a direct variation.
D
The equation is not of the form y is equal to k x , so it cannot represent a direct variation.
8

Which explains whether or not the values in the table represent a direct variation? x 4 6 10 20 y 1 1 point 5 2 point 5 5

A
The table represents a direct variation because the values are proportional.
B
The table does not represent a direct variation because the values are nonproportional.
C
The table does not represent a direct variation because the values are proportional.
D
The table represents a direct variation because the values are nonproportional.

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