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Carson spent $15.99 for 2 books and 3 pens. The books cost $4.95 each. The sales tax on the total purchase was $1.22. Carson also used a coupon for $0.50 off his purchase. If each pen had the same cost, how much did each pen cost?
10 answers
I know for 2 books = $9.90
coupon= .50
sales tax: $1.22
I'm stuck now
coupon= .50
sales tax: $1.22
I'm stuck now
4.95 * 2 + 3 p + 1.22 - 0.50 =15.99
3 p = 15.99-9.90 -1.22 + 0.50
3 p = 5.37
p = 1.79
3 p = 15.99-9.90 -1.22 + 0.50
3 p = 5.37
p = 1.79
thank you so much! you guys are awesome
Thank you.
ha im good at this
yo teacha did stuff fo ya? hehehe
yo teacha did stuff fo ya? hehehe
Excuse me you should not be rude to me and my students
Hi kids Ms. Sue is my divorcee. DO NOT LISTEN TO HER KIDS. She's a maniac. HEHEHEHEHHEHEHHEHHE
There are 2 flowcharts in my book so I wrote all this
2 x $4.95 is the cost of 2 books + Amount of tax is $1.22 - Amount of coupon is $0.50 = Total spent which is $15.99
This is the other flowchart that goes backwards.
$15.99 + 0.50 - $1.22 - $9.90 = $5.37
Then, we divide the cost of 3 pens by 3 to find the cost of each pen
3 / 3 = 1
I am smart hehe ;) You're Welcome
2 x $4.95 is the cost of 2 books + Amount of tax is $1.22 - Amount of coupon is $0.50 = Total spent which is $15.99
This is the other flowchart that goes backwards.
$15.99 + 0.50 - $1.22 - $9.90 = $5.37
Then, we divide the cost of 3 pens by 3 to find the cost of each pen
3 / 3 = 1
I am smart hehe ;) You're Welcome
MRS SUE WILL BE DONE