slope bowling
START
<
>
Which statement best describes the slope of this line?
It is negative because as the x-values decrease, the y-values increase.
It is positive because as the x-values increase, the y-values increase.
It is negative because the graph contains x-values and y-values.
It is positive because the graph has a positive y-intercept.
HINT
Oh no!
As the x-values decrease, the y-values also decrease.
Try again
Strike!
Well done!
NEXT QUESTION
Oh no!
Both negative and positive graphs always contain x-values and y-values.
Try again
Oh no!
The point where the line crosses the y-axis does not determine if the slope is positive or negative.
Look at the slant of the line to see if the x-values and y-values are both increasing or decreasing together.
Try again
>
<
Which equation has the same y-intercept as the line in the graph, and a slope that is the opposite of the slope in the graph?
HINT
Strike!
Well done!
NEXT QUESTION
Oh no!
The line on the graph has a negative slope. Therefore, an equation with a slope of opposite sign should have a positive coefficient in front of x.
Try again
Oh no!
The line crosses the y-axis at −3, so to have the same y-intercept, the equation must end in −3.
Try again
Oh no!
The slope of the graphed line is . To find the opposite, switch the sign to positive.
Try again
<
>
What is the slope of this line?
−2
zero
undefined
HINT
Oh no!
The y-intercept of this line is 2. What is the slope?
Try again
Oh no!
A negative slope would be slanting down from left to right.
Try again
Strike!
Well done!
NEXT QUESTION
Oh no!
A vertical line has a slope that is undefined. What is the slope of a horizontal line? Remember: A positive slope slants up. A negative slope slants down. How much slant does a flat line have?
Try again
>
<
What is the slope of this line?
−3
zero
undefined
HINT
Oh no!
A positive slope would be slanting up from left to right.
Try again
Oh no!
The x-intercept is −3. What is the slope?
Try again
Oh no!
A horizontal line has a slope of zero. What is the slope of a vertical line?
Try again
Strike!
Well done!
NEXT QUESTION
>
<
What is the equation of this line?
y = 2
y = −2
x = 2
x = −2
HINT
Oh no!
The y-intercept is (0, 2). Some other points on this line are (5, 2) and (−3, 2). Notice that every y-value of every point on this line is 2.
Try again
Oh no!
The equation of this line cannot be x = 2 because there are points on the line such as (−4, 2) and (3, 2) where the x-values are not 2.
Think About It: What is the y-value of every point on the line?
Try again
Oh no!
The line crosses the y-axis at 2.
Try again
Strike!
Well done!
NEXT QUESTION
<
What is the equation of this line?
y = 3
y = −3
x = 3
x = −3
HINT
Oh no!
The line crosses the x-axis at −3.
Try again
Oh no!
−3
The equation of this line cannot be y = −3 because there are points on the line such as (−3, 2) and (−3, −5) where the y-values are not −3.
Think About It: What is the x-value of every point on the line?
Try again
Oh no!
The x-intercept is (−3, 0). Some other points on this line are (−3, 6) and (−3, 2).
Notice that the x-value of every point on this line is −3.
Try again
Quiz completed!
START over?
Here's a hint!
Create a list of points that are on this line. What do you notice?
Here's a hint!
Look at the graph from left to right, like you read a book. Is the line going up (positive) or down (negative)?
Here's a hint!
Create a list of points that are on this line. What do you notice?
Here's a hint!
A positive slope slants up from left to right. A negative slope slants down from left to right. A flat line is the transition between up and down. What number is between the positives and negatives?
Here's a hint!
To find the opposite, just flip the sign!
Here's a hint!
Slope is the slant of a line. Would you describe this line as slanted?
MathMin_bowling_Slope
Curriculum/Creative Dev
Created on March 2, 2026
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Transcript
slope bowling
START
<
>
Which statement best describes the slope of this line?
It is negative because as the x-values decrease, the y-values increase.
It is positive because as the x-values increase, the y-values increase.
It is negative because the graph contains x-values and y-values.
It is positive because the graph has a positive y-intercept.
HINT
Oh no!
As the x-values decrease, the y-values also decrease.
Try again
Strike!
Well done!
NEXT QUESTION
Oh no!
Both negative and positive graphs always contain x-values and y-values.
Try again
Oh no!
The point where the line crosses the y-axis does not determine if the slope is positive or negative. Look at the slant of the line to see if the x-values and y-values are both increasing or decreasing together.
Try again
>
<
Which equation has the same y-intercept as the line in the graph, and a slope that is the opposite of the slope in the graph?
HINT
Strike!
Well done!
NEXT QUESTION
Oh no!
The line on the graph has a negative slope. Therefore, an equation with a slope of opposite sign should have a positive coefficient in front of x.
Try again
Oh no!
The line crosses the y-axis at −3, so to have the same y-intercept, the equation must end in −3.
Try again
Oh no!
The slope of the graphed line is . To find the opposite, switch the sign to positive.
Try again
<
>
What is the slope of this line?
−2
zero
undefined
HINT
Oh no!
The y-intercept of this line is 2. What is the slope?
Try again
Oh no!
A negative slope would be slanting down from left to right.
Try again
Strike!
Well done!
NEXT QUESTION
Oh no!
A vertical line has a slope that is undefined. What is the slope of a horizontal line? Remember: A positive slope slants up. A negative slope slants down. How much slant does a flat line have?
Try again
>
<
What is the slope of this line?
−3
zero
undefined
HINT
Oh no!
A positive slope would be slanting up from left to right.
Try again
Oh no!
The x-intercept is −3. What is the slope?
Try again
Oh no!
A horizontal line has a slope of zero. What is the slope of a vertical line?
Try again
Strike!
Well done!
NEXT QUESTION
>
<
What is the equation of this line?
y = 2
y = −2
x = 2
x = −2
HINT
Oh no!
The y-intercept is (0, 2). Some other points on this line are (5, 2) and (−3, 2). Notice that every y-value of every point on this line is 2.
Try again
Oh no!
The equation of this line cannot be x = 2 because there are points on the line such as (−4, 2) and (3, 2) where the x-values are not 2. Think About It: What is the y-value of every point on the line?
Try again
Oh no!
The line crosses the y-axis at 2.
Try again
Strike!
Well done!
NEXT QUESTION
<
What is the equation of this line?
y = 3
y = −3
x = 3
x = −3
HINT
Oh no!
The line crosses the x-axis at −3.
Try again
Oh no!
−3
The equation of this line cannot be y = −3 because there are points on the line such as (−3, 2) and (−3, −5) where the y-values are not −3.
Think About It: What is the x-value of every point on the line?
Try again
Oh no!
The x-intercept is (−3, 0). Some other points on this line are (−3, 6) and (−3, 2). Notice that the x-value of every point on this line is −3.
Try again
Quiz completed!
START over?
Here's a hint!
Create a list of points that are on this line. What do you notice?
Here's a hint!
Look at the graph from left to right, like you read a book. Is the line going up (positive) or down (negative)?
Here's a hint!
Create a list of points that are on this line. What do you notice?
Here's a hint!
A positive slope slants up from left to right. A negative slope slants down from left to right. A flat line is the transition between up and down. What number is between the positives and negatives?
Here's a hint!
To find the opposite, just flip the sign!
Here's a hint!
Slope is the slant of a line. Would you describe this line as slanted?