Cost per mile is calculated by dividing total cost by total miles. using the notation p = cost per mile, c = total cost, and m = total miles, show this relationship in algebraic equation form.

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Cost per mile is calculated by dividing total cost by total miles. using the notation p = cost per mile, c = total cost, and m = total miles, show this relationship in algebraic equation form.

(cost per mile) = (total cost)/(total miles)

Substituting the variables defined in the problem statement, this is ...

P = C/M

Cost per mile P- total cost (C) divided by total miles (M).

P= C/M

Cost per mile = total cost / total miles

P = C/M

This is: p = c/m

Since p is calculated by dividing c by m.

Hope this helps!

A relationship in algebraic equation form is, [tex]P = \frac{C}{M}[/tex]

Step-by-step explanation:

Given the statement:

Cost per mile is calculated by dividing total cost by total miles.

Using the notation:

P represents the Cost per mile

C represents the total cost

M represents the total miles

"dividing" means [tex]\div[/tex]

"dividing total cost(C) by total miles(M)" translated to [tex]C \div M = \frac{C}{M}[/tex]

then;

Cost per mile(P) is calculated by:

[tex]P = \frac{C}{M}[/tex]

Therefore, a relationship in algebraic equation form is, [tex]P = \frac{C}{M}[/tex]

Cost per mile = total cost / total miles

Substituting the defined variables, this becomes

P = C/M

The relation ship is:

Cost per mile = Total cost / miles

P = C / m