Patty is ordering vests for her scout troop to wear in the Veterans Day parade. She ordered 12 vests from the Festive Features clothing shop. Since this was a bulk order, Festive Features reduced the price of each vest by $6. The total came to $132.
Which equation can you use to find the amount, v, Festive Features normally charges for a vest?
How much does Festive Features normally charge for a vest?
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Let v be the amount that Festive Features normally charges for a vest.
Since the price was reduced by $6 per vest, the new price per vest is v - 6.
If Patty ordered 12 vests, the total cost would be 12 times the new price per vest: 12(v - 6).
And since the total cost came to $132, we can set up the equation: 12(v - 6) = 132.
To find the amount that Festive Features normally charges for a vest, we need to solve the equation for v.
Let's simplify the equation: 12v - 72 = 132.
Add 72 to both sides of the equation: 12v = 204.
Divide both sides of the equation by 12: v = 17.
Therefore, Festive Features normally charges $17 for a vest.
Let's break down the information given.
Patty ordered 12 vests from Festive Features clothing shop. The total cost of the order was $132 after a $6 discount on each vest.
To find the amount Festive Features normally charges for a vest, we can set up an equation to solve for it.
Let v be the amount Festive Features normally charges for a vest.
The total cost of the order is $132, and Patty ordered 12 vests. So, we can write the equation as:
12v - 12(6) = 132
In this equation, 12v represents the total cost of 12 vests without the discount. And 12(6) represents the total discount given on 12 vests.
To find how much Festive Features normally charges for a vest, we can now solve this equation.
12v - 72 = 132
12v = 132 + 72
12v = 204
v = 204/12
By solving the equation, we find that Festive Features normally charges $17 for a vest.
To find the amount Festive Features normally charges for a vest, we can set up an equation based on the given information.
Let's assume the normal price of each vest is $v.
We know that Patty ordered 12 vests and the price was reduced by $6 for each vest. So, the total cost of the vests after the discount is $132.
To calculate the total cost, we multiply the number of vests ordered (12) by the reduced price of each vest ($v - $6).
So, the equation can be written as:
12($v - $6) = $132
To find the normal price, v, we can solve this equation.