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the graph below illustrates the linear function of how the total amount that a landscaper charges for a job changes depending on the number of hours they work

a) what is the slope? what does the slop represent?

b) what is the y-intercept? what does the y-intercept represent?

c) write a linear equation for the function in slope-intercept form?

d) determine how long one would work to charge $300

WILL GIVE BRAINLEST TO WHOEVER ANWSERS ALL 4 QUESTIONS !!!

the graph below illustrates the linear function of how the total amount that a landscaper charges for a job changes depending on the number of hours they work a class=

Respuesta :

grujan50

First, given graph is very inaccurate. I suppose that you made net with pen.

a) The slope is the angle ( tan∡) between your graph and x axis.

The slope represent the level of the earnings growth.

b) According to the given graph y-intercept= 30$

Y-intercept represent starting amount of money.

c) If we accept that y=70 is connected with x=2 and y=30 with x=0

The  slope is S= (70-30)/2= 40/2=20

Linear equation for this function is

y= 20x+30

d) When we replace y=300$ in the equation we get

20x+30=300 => 20x=300-30 => 20x=270 => x=270/20=13.5h

x=13.5h

Good luck!!!