Question

 The local movie theater decided to raise the ticket prices 50​%. The original ticket prices were ​$6. Set up the percent equation to find the amount by which the ticket prices rose. Then find the amount. Set up the percent equation

Answer 1

Answer:

50% of $6

$3

$9

Step-by-step explanation:

We are given,

The original price for the ticket = $6

Also, the prices of the tickets were raised by 50%.

Thus, the raise in the prices of tickets = 50% of $6.

i.e. Raise = 50% × 6 = 0.5 × 6 = $3

Since, the raise in the prices is by $3.

Thus, the new price of the tickets = $6 + $3 = $9.

Hence, the percent equation is 50% of $6, the amount by which ticket prices rose is $3 and the new amount is $9.

Answer 2

Answer: The required equation is x=50% of $6 or x=0.5(6) and the amount by which the ticket prices rose = $3

Step-by-step explanation:

The original ticket prices = $6

Since, the movie theater decided to raise the ticket prices 50​%.

Then the amount by which the ticket prices rose =50% of $6

Let x be the amount by which the ticket prices rose, then

50% of $6=x or 0.5(6)=x

Hence, the percent equation to find the amount by which the ticket prices rose is x=0.5(6)

⇒ The amount by which the ticket prices rose x=$0.50\times6=\ 3$

The new price of the ticket = $\ 6+\ 3=\ 9$