How to find the endpoints of a line segment - Math
Card 1 of 8
The points A, B, and C reside on a line segment. B is the midpoint of AC. If line AB measures 6 units in length, what is the length of line AC?
The points A, B, and C reside on a line segment. B is the midpoint of AC. If line AB measures 6 units in length, what is the length of line AC?
Tap to reveal answer
If B is the midpoint of AC, then AC is twice as long as AB. We are told that AB=6.
The diagram shows six units between points A and B, with B as the midpoint of segment AC. Therefore segment BC is also six units long, so line AC is twelve units long.
If B is the midpoint of AC, then AC is twice as long as AB. We are told that AB=6.
The diagram shows six units between points A and B, with B as the midpoint of segment AC. Therefore segment BC is also six units long, so line AC is twelve units long.
← Didn't Know|Knew It →
What is the length of a line with endpoints 
and 
?
What is the length of a line with endpoints
Tap to reveal answer
The formula for the length of a line is very similiar to the pythagorean theorem:
Plug in our given numbers to solve:
The formula for the length of a line is very similiar to the pythagorean theorem:
Plug in our given numbers to solve:
← Didn't Know|Knew It →
The points A, B, and C reside on a line segment. B is the midpoint of AC. If line AB measures 6 units in length, what is the length of line AC?
The points A, B, and C reside on a line segment. B is the midpoint of AC. If line AB measures 6 units in length, what is the length of line AC?
Tap to reveal answer
If B is the midpoint of AC, then AC is twice as long as AB. We are told that AB=6.
The diagram shows six units between points A and B, with B as the midpoint of segment AC. Therefore segment BC is also six units long, so line AC is twelve units long.
If B is the midpoint of AC, then AC is twice as long as AB. We are told that AB=6.
The diagram shows six units between points A and B, with B as the midpoint of segment AC. Therefore segment BC is also six units long, so line AC is twelve units long.
← Didn't Know|Knew It →
What is the length of a line with endpoints and ?
What is the length of a line with endpoints
Tap to reveal answer
The formula for the length of a line is very similiar to the pythagorean theorem:
Plug in our given numbers to solve:
The formula for the length of a line is very similiar to the pythagorean theorem:
Plug in our given numbers to solve:
← Didn't Know|Knew It →
The points A, B, and C reside on a line segment. B is the midpoint of AC. If line AB measures 6 units in length, what is the length of line AC?
The points A, B, and C reside on a line segment. B is the midpoint of AC. If line AB measures 6 units in length, what is the length of line AC?
Tap to reveal answer
If B is the midpoint of AC, then AC is twice as long as AB. We are told that AB=6.
The diagram shows six units between points A and B, with B as the midpoint of segment AC. Therefore segment BC is also six units long, so line AC is twelve units long.
If B is the midpoint of AC, then AC is twice as long as AB. We are told that AB=6.
The diagram shows six units between points A and B, with B as the midpoint of segment AC. Therefore segment BC is also six units long, so line AC is twelve units long.
← Didn't Know|Knew It →
What is the length of a line with endpoints and ?
What is the length of a line with endpoints
Tap to reveal answer
The formula for the length of a line is very similiar to the pythagorean theorem:
Plug in our given numbers to solve:
The formula for the length of a line is very similiar to the pythagorean theorem:
Plug in our given numbers to solve:
← Didn't Know|Knew It →
The points A, B, and C reside on a line segment. B is the midpoint of AC. If line AB measures 6 units in length, what is the length of line AC?
The points A, B, and C reside on a line segment. B is the midpoint of AC. If line AB measures 6 units in length, what is the length of line AC?
Tap to reveal answer
If B is the midpoint of AC, then AC is twice as long as AB. We are told that AB=6.
The diagram shows six units between points A and B, with B as the midpoint of segment AC. Therefore segment BC is also six units long, so line AC is twelve units long.
If B is the midpoint of AC, then AC is twice as long as AB. We are told that AB=6.
The diagram shows six units between points A and B, with B as the midpoint of segment AC. Therefore segment BC is also six units long, so line AC is twelve units long.
← Didn't Know|Knew It →
What is the length of a line with endpoints and ?
What is the length of a line with endpoints
Tap to reveal answer
The formula for the length of a line is very similiar to the pythagorean theorem:
Plug in our given numbers to solve:
The formula for the length of a line is very similiar to the pythagorean theorem:
Plug in our given numbers to solve:
← Didn't Know|Knew It →