Stacy001
Answered

A house and a lot are worth $15,600. If the house is worth 12 times the value of the lot, find the value of each

Verified Answer :

AlyssaGhost

$15,600=12x+x
$15,600=13x
$1,200=x
so the  lot is $1,200 
and the house is $14,400

Hope I helped :)

okpalawalter8

We have that the value of each i.e The House and Lot is

x=14400

y=1200


From the question we are told

A house and a lot are worth $15,600. If the house is worth 12 times the value of the lot, find the value of each


Generally the equation for the statement  is mathematically given as

x+y=15600

x=12y

Where

x=House

y=lot

Therefore

\(12y+y=15600\\\\y=\frac{15600}{13}\\\\y=1200\)

Therefore

\(x=15600-1200\\\\x=14400\)


For more information on this visit

https://brainly.com/question/23366835

Related Questions