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20 February, 01:15

Annika sells 6-inch pies for $5.00 and 8-inch pies for $9.00 each. Last week she sold twice as many 6 inch pies as she did 8-inch pies. She made $133.00 from her sales. Annika defined x as the number of 6-inch pies she sold and y as the number of 8-inch pies she sold. She wrote the system below.

6x+8y=133

2x=y

Which statements about the system are true? Check all that apply.

1 Since the cost for each pie is $5 and $9, the first equation should be 5x+9y=133.

2 Since the 8-inch pies are 2 inches larger, the second equation should be x+2=y.

3 Since there are fewer 8-inch pies, the second equation should be x=2y to balance the values.

4 The first equation is correct because 6x represents the money earned for 6-inch pies and 8y represents the money earned for 8-inch pies.

5 The second equation is correct because there are more 6-inch pies and 2 times a number is always more.

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Answers (2)
  1. 20 February, 02:07
    0
    Let x represents the 6 inch and y represents the 8 inch pies

    The equation should be

    5x+9y=133

    Option 1 and 3 correct which states that

    Since the cost for each pie is $5 and $9, the first equation should be 5x+9y=133. Since there are fewer 8-inch pies, the second equation should be x=2y to balance the values.
  2. 20 February, 04:54
    0
    Option 1 is correct.

    Step-by-step explanation:

    Here, x represents the number of 6-inch pies and cost of each such pie is $5.00. Similarly y represents the number of 8-inch pies and cost of each such pie is $9.00. Total earning is $133.00.

    So, the equation should be 5x+9y=133.
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