How to find length of a line - SSAT Elementary Level Quantitative
Card 1 of 52
Which statement is true regarding line segments?
Which statement is true regarding line segments?
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A line segment is a piece of a line connected by two endpoints.
A line segment is a piece of a line connected by two endpoints.
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Which is true about a ray?
Which is true about a ray?
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A ray always has one start point, and then continues indefinitely in the opposite direction. Line segments are different because they have a defined start and end point.
A ray always has one start point, and then continues indefinitely in the opposite direction. Line segments are different because they have a defined start and end point.
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Alex needs to buy a fence for her yard. She doesn't know how much she needs to surround the entire yard. What does she need to calculate to figure this out?
Alex needs to buy a fence for her yard. She doesn't know how much she needs to surround the entire yard. What does she need to calculate to figure this out?
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Perimeter is the distance around a shape. She needs to know the perimeter of her yard to determine how much fence to buy.
Perimeter is the distance around a shape. She needs to know the perimeter of her yard to determine how much fence to buy.
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A pentagon has sides.
A pentagon has sides.
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A pentagon has five sides.
A pentagon has five sides.
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What is a line segment?
What is a line segment?
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A line segment is a part of a line that connects two points. It is different than a line and a ray because it has a defined start and end point.
A line segment is a part of a line that connects two points. It is different than a line and a ray because it has a defined start and end point.
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A line is 
inches long on a number line, if the starting point is 
, what is the end point on the number line?
A line is
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You must add the start point to the length of the line to find the end point of the line.
You must add the start point to the length of the line to find the end point of the line.
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Line AC is 12 inches long. If Point B is located in the center of Line AC, how many inches long is Line BC?
Line AC is 12 inches long. If Point B is located in the center of Line AC, how many inches long is Line BC?
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Since Point B is located in the middle of Line AC, it will break Line AC into two equal line segments - Line AB and Line BC. We should divide the original length of Line AC by 2 because we are breaking the original line in half.
Since Point B is located in the middle of Line AC, it will break Line AC into two equal line segments - Line AB and Line BC. We should divide the original length of Line AC by 2 because we are breaking the original line in half.
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Line AC is 24 inches long. If Point B is the midpoint of Line AC, how many inches long is Line BC?
Line AC is 24 inches long. If Point B is the midpoint of Line AC, how many inches long is Line BC?
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Point B is the midpoint that breaks Line AC into two line segments of equal length. Therefore, to find the length of Line BC, divide the length of Line AC by 2:
Point B is the midpoint that breaks Line AC into two line segments of equal length. Therefore, to find the length of Line BC, divide the length of Line AC by 2:
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A line is connected from 
to 
. What is the length of the line?
A line is connected from
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Write the distance formula.
Substitute the points and solve for the distance.
Write the distance formula.
Substitute the points and solve for the distance.
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Find the length of a line which starts at the point (1,7) and goes till (9,7).
Find the length of a line which starts at the point (1,7) and goes till (9,7).
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To solve, simply realize the distance between these points will just be the difference of their x values since their y values stay the same.
These points are on a horizontal line.
Thus,
To solve, simply realize the distance between these points will just be the difference of their x values since their y values stay the same.
These points are on a horizontal line.
Thus,
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On a line segment, there are two points. One is at 
and the other is at 
. What is the distance of the line segment?
On a line segment, there are two points. One is at
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When dealing with a number line, the distance of a point is measured in its distance from 
.
is a total of 
points away from 
.
is more straight forward and is just 
points away.
To get the total distance you just add the two distances together
.
When dealing with a number line, the distance of a point is measured in its distance from
To get the total distance you just add the two distances together
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Find the length of a line connecting the points (1,3) and (7,8).
Find the length of a line connecting the points (1,3) and (7,8).
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To solve, simply use the distance formula. Thus,
It is important to remember that with the distance formula, you must keep the order of x2-x1 and y2-y1 consistent. It doesn't matter which point you choose to be 2 and which one you choose to be 1, but once you do, you must keep it in that order for both instances.
To solve, simply use the distance formula. Thus,
It is important to remember that with the distance formula, you must keep the order of x2-x1 and y2-y1 consistent. It doesn't matter which point you choose to be 2 and which one you choose to be 1, but once you do, you must keep it in that order for both instances.
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Find the length of the line shown below:
Find the length of the line shown below:
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In order to find the length of the line, you have to find the difference between the points.
The first point is 4, and the second point is 21.
,
therefore the length of the line is 
units.
In order to find the length of the line, you have to find the difference between the points.
The first point is 4, and the second point is 21.
therefore the length of the line is
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Which statement is true regarding line segments?
Which statement is true regarding line segments?
Tap to reveal answer
A line segment is a piece of a line connected by two endpoints.
A line segment is a piece of a line connected by two endpoints.
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Which is true about a ray?
Which is true about a ray?
Tap to reveal answer
A ray always has one start point, and then continues indefinitely in the opposite direction. Line segments are different because they have a defined start and end point.
A ray always has one start point, and then continues indefinitely in the opposite direction. Line segments are different because they have a defined start and end point.
← Didn't Know|Knew It →
Alex needs to buy a fence for her yard. She doesn't know how much she needs to surround the entire yard. What does she need to calculate to figure this out?
Alex needs to buy a fence for her yard. She doesn't know how much she needs to surround the entire yard. What does she need to calculate to figure this out?
Tap to reveal answer
Perimeter is the distance around a shape. She needs to know the perimeter of her yard to determine how much fence to buy.
Perimeter is the distance around a shape. She needs to know the perimeter of her yard to determine how much fence to buy.
← Didn't Know|Knew It →
A pentagon has sides.
A pentagon has sides.
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A pentagon has five sides.
A pentagon has five sides.
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What is a line segment?
What is a line segment?
Tap to reveal answer
A line segment is a part of a line that connects two points. It is different than a line and a ray because it has a defined start and end point.
A line segment is a part of a line that connects two points. It is different than a line and a ray because it has a defined start and end point.
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A line is inches long on a number line, if the starting point is , what is the end point on the number line?
A line is
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You must add the start point to the length of the line to find the end point of the line.
You must add the start point to the length of the line to find the end point of the line.
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Line AC is 12 inches long. If Point B is located in the center of Line AC, how many inches long is Line BC?
Line AC is 12 inches long. If Point B is located in the center of Line AC, how many inches long is Line BC?
Tap to reveal answer
Since Point B is located in the middle of Line AC, it will break Line AC into two equal line segments - Line AB and Line BC. We should divide the original length of Line AC by 2 because we are breaking the original line in half.
Since Point B is located in the middle of Line AC, it will break Line AC into two equal line segments - Line AB and Line BC. We should divide the original length of Line AC by 2 because we are breaking the original line in half.
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