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Concept explainers
The point of intersection by graphing the lines.
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Answer to Problem 1RP
Solution: The point of intersection for equations is .
Explanation of Solution
Given: The equations are,
Calculation: The equations are,
…… (1).
…… (2).
Draw the graph for both equations. by finding intercept and intercept for equation (1) and equation (2).
Calculate the values for and from equation (1).
Substitute for in equation (1) to get y intercept.
The value obtained for .
Substitute for in equation (1).
The value obtained for is 3.
Draw a line passing through the point and .
Calculate the values for and from equation (1)
Substitute for in equation (2) to get y intercept.
The value obtained for is
Substitute 0 for in equation (2) to get intercept.
The value obtained for is
Draw a line passing through the point and .
Figure (1)
Figure (1) shows the graph for both equations in which a point is the point of intersection.
Conclusion:
Therefore, the intersection point of given equations is .
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Chapter 4 Solutions
Beginning Algebra: Early Graphing (4th Edition)
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