Omar rented a truck for one day. There was a base fee of $13.00 , and there was an additional charge of 20 cents for each mile driven. The total cost c, (in dollars), for driving x miles is given by the following.
c=13.00+0.20x
What is the total rental cost if Omar drove 20 miles?
To find the total rental cost, we substitute x = 20 into the equation c = 13.00 + 0.20x.
c = 13.00 + 0.20 * 20
c = 13.00 + 4.00
c = 17.00
Therefore, the total rental cost if Omar drove 20 miles is $17.
To find the total rental cost, substitute x = 20 into the equation c = 13.00 + 0.20x.
c = 13.00 + 0.20(20)
Now, simplify the equation.
c = 13.00 + 4.00
c = 17.00
The total rental cost if Omar drove 20 miles is $17.00.
To find the total rental cost if Omar drove 20 miles, you need to substitute the value of x as 20 into the equation c = 13.00 + 0.20x.
So, if x = 20, we can calculate the total cost using the equation:
c = 13.00 + 0.20x
c = 13.00 + 0.20(20)
c = 13.00 + 4.00
c = 17.00
Therefore, the total rental cost if Omar drove 20 miles would be $17.00.