Question

Draw a graph of the equation: Q = 5p + 3

Answer 1

Given:

The equation is Q= 5p+3

To find:

The graph of the equation.

Solution:

First let us find the y intercept for that put p=0

Q= 0+3

Q=3

Therefore the graph will cut the vertical axis at (0, 3).

Then let us find the x intercept for that put Q=0:

0=5p+3

5p=-3

p=-3/5.

Therefore the graph will cut the horizontal axis at (-3/5, 0).

The slope of the graph will be 5 when we compare it with the standard form of equation.

Therefore the graph will be as attached.

Answer 2

SOLUTION

TO DETERMINE

The graph of the equation : Q = 5P + 3

EVALUATION

Here the given equation is

$\sf{Q = 5P + 3}$

The equation represents a straight line

Slope of the line is 5 and Q - intercept = 3

Also the line cuts P axis at ( - 0.6 , 0 ) and P axis at (0,3)

Graph : The graph of the equation is referred to the attachment

━━━━━━━━━━━━━━━━

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