Note: Use the orange line (square symbols) to plot the first equation, and use the blue line (circle symbols) to plot the second equation.10p = 6 - 29876p = 4 + q54321the slopes of the two lines10the values of the intercepts of the two linesthe inverse of the slopes of the two linesthe coordinates at which the two lines intersectns simultaneously can be seen on the graph asd Plot the following system of equations on the following graph.System of Equations:p = 6 – 29p = 4 + qNote: Use the orange line (square symbols) to plot the first equation, and use the blue line (circle symbols) to plot the second equation.109p = 6 - 2987p = 4 + q4321++++1345678910The values of p and q that solve these two equations simultaneously can be seen on the graph asd

Given p=6-2q ...........(1) p=4+q ...........(2)

Note: Use the orange line (square symbols) to plot the first equation, and use the blue line (circle symbols) to plot the second equation. 10 1 9 p = 6 - 2q 8 7 p = 4 + q 6 4 3 1 the slopes of the two lines 8 9 10 the values of the intercepts of the two lines the inverse of the slopes of the two lines the coordinates at which the two lines intersect ns simultaneously can be seen on the graph as

Note: Use the orange line (square symbols) to plot the first equation, and use the blue line (circle symbols) to plot the second equation. 10 1 9 p = 6 - 2q 8 7 p = 4 + q 6 4 3 1 the slopes of the two lines 8 9 10 the values of the intercepts of the two lines the inverse of the slopes of the two lines the coordinates at which the two lines intersect ns simultaneously can be seen on the graph as

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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