Mark and edina have saved $15,600 and make a combined pay of $8,754 each month. what is the maximum amount they can spend on a house (loan and savings combined)?

Given: $15,600 - savings
                8,754- combined pay each month

Unknown: How much maximum amount they can spend on a house (loan & savings combined)?

Solution: $15,600 + 8,754=n

$24,354 is the maximum amount they spent (loan & savings combined)

They both can spend $24354 on a house if they have saved amount and make a combined pay.

Step-by-step explanation:

Since we have given that

Amount that Mark and Edina have saved = $15600

Amount they make a combined pay = $8754

According to question,

The maximum amount they can spend on a house is given by

So, They both can spend $24354 on a house if they have saved amount and make a combined pay.

c = 8

Step-by-step explanation:

"the quotient of c and 4"  >    c/4

"Three more than the quotient of c and 4"   >     c/4 + 3

"Three more than the quotient of c and 4 is "    >    c/4 + 3 = 5

c/4 + 3 = 5

c/4 = 2

c = 8