Concept explainers
Tofind:which of the following graph is parallel to one another and also the graph is perpendicular to one another
Answer to Problem 1LC
The equation
The equation
Explanation of Solution
Given info:
Show the equation of the graph as follows:
Formula used:
Show the slope- intercepts equation or straight line equation as follows:
Here,
If two straight lines have the same slope value, then it is said to be a parallel line.
If two straight lines don’t have the same slope value and the slope value is a negative sign of the reciprocal of another equation, then it is said to be a perpendicular line.
Calculation:
Find the given equation in which one is parallel to another and which one is perpendicular to another equation.
Slope value is taken as coefficient of
Find the slope for equation
Find the slope for equation
Find the slope for equation
The
Hence, the equation
The slope of the equation
Hence, the equation
Conclusion:
Thus, the equation
Thus, the equation
Chapter 5 Solutions
High School Math 2015 Common Core Algebra 1 Student Edition Grade 8/9
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