Concept explainers
To find:the value of
Answer to Problem 34PPE
The value of
The value of
Explanation of Solution
Given info:
The two graphs straight line equation as follows:
Consider the slope of
Consider the slope of
Formula used:
Show the slope- intercepts equation or straight line equation as follows:
Here,
If two straight line equations have the same slope valuethat is
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 or the product of two slopes is
Calculation:
Slope value is taken as coefficient of
Find the slope
Find the slope
Conditions for the two straight line equations are parallel to each other,
Find the k value when two straight lines are parallel.
Conditions for the two straight line equations are perpendicular to each other,
Find the k value when two straight lines are perpendicular.
Hence, the value of
Hence, the value of
Conclusion:
Thus, the value of
Thus, the value of
Chapter 5 Solutions
High School Math 2015 Common Core Algebra 1 Student Edition Grade 8/9
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