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(a) Find the distance from .
(b) What is the midpoint of the line segment from ?
(c) What is the slope of the line containing the points ?
![Check Mark](/static/check-mark.png)
To find:
a. The midpoint of a line segment joining the points and .
Answer to Problem 10CR
Solution:
a. The distance from the point to is .
Explanation of Solution
Given:
and .
Formula used:
Distance formula,
Mid-point formula:
The midpoint of a line segment if found by averaging the and of the end points.
The midpoint of the line segment from and can be found out by .
Slope of the line:
Equation for the slope of a line to or from to is .
The point-slope form equation .
Calculation:
a. Distance from the point to :
Substituting the given values in the distance formula, we get
Thus, the distance from the point to is .
![Check Mark](/static/check-mark.png)
To find:
b. The midpoint of a line segment joining the points and .
Answer to Problem 10CR
Solution:
b. The midpoint of the line segment is .
Explanation of Solution
Given:
and .
Formula used:
Distance formula,
Mid-point formula:
The midpoint of a line segment if found by averaging the and of the end points.
The midpoint of the line segment from and can be found out by .
Slope of the line:
Equation for the slope of a line to or from to is .
The point-slope form equation .
Calculation:
b. Mid-point of the line segment from to :
Substituting the given values in the midpoint formula, we get
Thus, the midpoint of the line segment is .
![Check Mark](/static/check-mark.png)
To find:
c. The midpoint of a line segment joining the points and .
Answer to Problem 10CR
Solution:
c. The slope of the line is .
Explanation of Solution
Given:
and .
Formula used:
Distance formula,
Mid-point formula:
The midpoint of a line segment if found by averaging the and of the end points.
The midpoint of the line segment from and can be found out by .
Slope of the line:
Equation for the slope of a line to or from to is .
The point-slope form equation .
Calculation:
c. Slope of the line:
The slope of the line is obtained by substituting the given values in the slope formula, we get
Thus, the slope of the line is .
Chapter 2 Solutions
Precalculus
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