Answer:
the second option has a greater change in price 40%
Step-by-step explanation:
Hello , Let me help you with this
to solve this you can find the percent change in price for every guitar using a simple rule of three.
Step 1
The first had an original price of $160, but is on sale for $100.
if
$160 ⇒ 100%
$100 ⇒x?
the relation is
[tex]\frac{160}{100}=\frac{100}{x}\\solve\ for\ x\\\frac{x*160}{100}=100\\x*160=100*100\\x=\frac{100*100}{160} \\x=62.5[/tex]
the discount will be
100%-62.5%=37.5%
the discount is 37.5%
Step 2
The first had an original price of $250, but is on sale for $150
if
$250 ⇒ 100%
$150 ⇒x?
the relation is
[tex]\frac{250}{100}=\frac{150}{x}\\solve\ for\ x\\\frac{x*250}{100}=150\\x*250=150*100\\x=\frac{150*100}{250} \\x=60[/tex]
the discount will be
100%-60=40%
the discount is 40%
the second option has a greater change in price 40%
