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Dovator [93]
3 years ago
10

Cait purchases a $20 item at a store. She uses a coupon to receive a 15% discount and she pays 6% on the item. She calculates th

e total cost, in dollars, of the item using the expression shown.
Cait's expression: (1.15)(1.06)(20)

Part A: Describe the error in the expression Cait used for her calculation.

Part B: Show or explain how you would calculate the total cost of Cait's purchase.
Mathematics
1 answer:
Sholpan [36]3 years ago
4 0

A) Cait made two errors:

  1. a discount is a deduction so it should be subtracted from the 100% (1.00 - 0.15 = 0.85), not added to 100% (1.00 + 0.15 = 1.15).
  2. she paid 6% of the discounted amount, not 6% in addition to the discounted amount.

B) Original amount × Percent remaining after discount × percent paid

= (20)(0.85)(0.06)

= $1.02

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simplifying the equations we get
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Answer:

X + 3y = 23

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11 shirts sold at $9.0 per shirt, 4 shirts sold at $11 per shirt and 8 shirts sold at $12.5 per shirt

Step-by-step explanation:

-----Since we are told to assume that the number of shirts sold for $9.00 each is x, that of $11.00 is y and also that of $12.50 is z.

9x + 11y + 12.5z = 243

9x + 11y + 12.5(2y) = 243

9x + 36y = 243_______ equation 1

----- The statement also read that One day, the store sells a total of 23 shirts and makes $243 on the sales. TWICE AS MANY SHIRTS WERE SOLD FOR $12.50 THAN WERE SOLD FOR $11.00

Z = 2y

x + y + z = 23

X + y + 2y = 23

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Now multiply the above by 9 to have this equation's "x" sharing the same coefficient with that of equation 1

9x + 27 = 207 will be the new one___equation 3

-----Subtract equation 3 from 1 and we have

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9x + 27y = 207____ equation 3

9y = 36

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X + 12 = 23

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X = 11

-----Remember that x + y + z = 23

11 + 4 + z = 23

15 + z = 23

Z = 23 - 15

Z = 8.

So therefore, x =11 shirts, y = 4 shirts and z = 8 shirts

4 0
3 years ago
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