Tina purchased school supplies and gave the store’s clerk two $20 bills, one $10 bill, and one $5 bill. She received $2.56 in change. If the sales tax rate for her city is 9.25%, what was the selling price of the school supplies?
- 2 $20 Bills - 1 $10 Bill - 1 $5 bill How much is that?
??? I don't understand your question
like the way it's set up
As in, how much money did she give the cashier
uhh 55?
Yep, So we take that $55 and subtract the amount of change given. That tells us how much the supplies was after tax
Can you help me set up the equation then?
And I'll try to do it
I don't know of any equations. I guess after you do the subtraction step, you would multiply it by the sales tax. The sales tax has to be converted into a decimal before you multiply. Then you can subtract the school supplies price from that to get the actual answer
52.44 is the amount minus the change
Right. Now to find the selling price we first have to find out ho much tax was put on. How could you convert 9.25% into a decimal?
0.0925
Exactly, so we multiply \[(52.44)(0.0925) = \] That will be how much tax was added
4.8507
Yep, so now to find the final price we: \[52.44 - 4.8507 = \] Rounding to the nearest cent, of course
4.9?
That's right, but I would round after subtracting just for accuracy risks
okay thanks , can you help me with 1 more question
Sure
George purchased a new blender and gave the store’s clerk a $50 bill. He received $6.30 in change. If the sales tax is 9.25%, what was the selling price of the blender before taxes?
so 50 - 6.30?
Right on
43.7? idk
You're right It was $43.70 after taxes
(43.70)(0.0925) ??
Yep, good job
4.04 is what i get
Yes, I did also
so that would be the answer? $4.04
$4.04 is the tax amount, not the binder before taxes. We would have to do the last step like in the previous problem \[$43.70 - $4.04=\]
$39.66
Yep, that's the answer =]
awe yay , thanks @FortyTheRapper
You're welcome. Good job yourself!
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