Question

A graphics company charges $50 per hour to create a logo plus $250 for the ownership rights of the logo. A private contractor charges $75 per hour to develop a logo plus a $100 supply fee. Which equation can be solved to determine x, the number of hours after which the costs would be the same? 50x + 250 = 75x + 100 50 + 250x = 75 + 100x 50x + 100 = 75x + 250 50 + 100x = 75 + 250x

Answer 1

Answer:  $50x+250=75x+100$

Step-by-step explanation:

Given: A graphics company charges $50 per hour to create a logo plus $250 for the ownership rights of the logo.

Let x be the number of hours , then the total cost to create the logo plus is given by :-

$C(x)=250+50x$

A private contractor charges $75 per hour to develop a logo plus a $100 supply fee.

The total cost to develop logo plus is given by :-

$c(x)=100+75x$

The equation to represent the costs would be the same is given by :_

$C(x)=c(x)\\\Rightarrow50x+250=75x+100$

Answer 2

Answer:

It would be 50x + 250 = 75x + 100

Step-by-step explanation:

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