Jayson buys a car and pays by installments. each installmentsis $567 per month. after 48 month, jayson owes $1250. what was the total price of the vehicle?

So we got $567 x 48 = m + $1250
M= money
So $567 x 48 months equal $27,216 and has $1250 left in total so we add both of them and we get $28,466

Let

T-> the total price of the vehicle

x-> amount paid

y-> amount owed

we know that

the total cost of the vehicle is equal to the amount paid plus the amount owed

so

\( T=x+y \)

Find the amount paid

\( x=567*48\\ x=27,216\ dollars \)

Find the amount owed

\( y=1,250\ dollars \)

Find the total cost of the vehicle

\( T=x+y\\ T=27,216+1,250\\ T=28,466\ dollars \)

therefore

the answer is

the total price of the vehicle is \( 28,466\ dollars \)


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