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WorksheetsTEST RELATIONSHIPS AND SLOPE
Total questions: 22
Worksheet time: 6hrs 30mins
The chart of a proportional relationship is given and an equation of a proportional relationship y = 11x. If I graph both, would the line using the points of the chart be steeper or less steep than the line of the equation?
The line using the points of the chart be less steep than the line of the equation.
The line using the points of the chart be steeper than the line of the equation.
Both have the same slope.
Based on the monster above, how many mouth's would you need if there were 36 tentacles?
72
18
13
12
What is the unit rate?
80 miles in 1 hours
20 miles in 1 hours
40 miles in 1 hours
160 miles in 1 hours
Evan bought 7 pounds of bananas for $56. How much did he pay per pound?
$7 per pound
$0.8 per pound
$8 per pound
$9 per pound
Sarah is throwing a party. She needs 7 liters of soda for every 21 guests. If there are 48 guests attending the party, how many liters of soda will she need?
144 liters
49 liters
12 liters
16 liters
What is the slope of this line?
-3/4
-4/3
3/4
4/3
What is the slope of the line?
5/4
4/5
-5/4
-4/5
(3, 7) and (-4, 2)
Gabriel plots the points (-1, -2), (7, 2), and (-6, -9) on a coordinate plane. explain to him without graphing why the points do not lie along the same graph.
The points do not lie along the same graph, because the slope of (-1, -2) to (7, 2) is not the same as the slope from (-6,-9) to (7, -2).
The points do not lie along the same graph, because the slope of (-1, -2) to (7, 2) is the same as the slope from (-6,-9) to (-1, -2).
The points do not lie along the same graph, because the slope of (-1, -2) to (7, 2) and the slope of (-6,-9) to (-1, -2) are undefined.
The points do not lie along the same graph, because the slope of (-1, -2) to (7, 2) and the slope of (-6,-9) to (-1, -2) are 0.
Alejandro draws a line through the points (9, -1) and (2, -1). What is true about all of the coordinate pairs of the points that make up this line?
The slope from(9, -1) to (2, -1) is negative.
The slope from(9, -1) to (2, -1) is positive.
The slope from(9, -1) to (2, -1) is 0.
The slope from(9, -1) to (2, -1) is undefined.
María Gabriela did these calculations to find the slope of a line that goes through (0, 12) and (6, 4). 6 − 012 − 4=68=34
Veronica said she could tell this slope is incorrect, even without checking the calculations.
How did Veronica know the slope was incorrect?
Veronica knows the slope is incorrect, because the graph has a negative slope and the calculations have a positive slope.
Veronica knows the slope is incorrect, because the graph has a positive slope and the calculations have a negative slope.
Veronica knows the slope is incorrect, because María Gabriela calculate the horizontal change over the vertical change.
Veronica knows the slope is incorrect, because the slope of the graph is 0 and the calculations have a positive slope.
(-4,5) and (-4, 2)
The chart of a proportional relationship is given and an equation of a proportional relationship y = 2x. If I graph both, would the line using the points of the chart be steeper or less steep than the line of the equation?
The line of the equation is less steep than the line of the chart.
The line of the chart is less steep than the line of the equation.
The lines will have the same slope.
The lines will have slopes equal 0.
Natalia runs 8 km in 2 hours and Samuel runs 12 km in 4 hours. Would the line with Natalia's slope be steeper or less steep than the line with Samuel's slope?
The line with Natalia's slope be steeper than the line with Samuel's slope.
The line with Samuel's slope be steeper than the line with Natalia's slope.
Both lines have the same slope.
Both lines have slope 0.
