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boyakko [2]
2 years ago
12

Aiko needs solid color and patterned fabric for a sewing project. Fabric costs $7.99 per yard. She needs 2 1/3 yards of solid fa

bric and some patterned fabric. Write two equivalent expressions for the total cost of the fabric​
Mathematics
2 answers:
il63 [147K]2 years ago
8 0

The two equivalent expressions for the total cost of the fabric based on the information are <u>7.99 (2¹/₃) + 7.99x and 18.64 + 7.99x</u>.

<h3>What is a mathematical expression?</h3>

A mathematical expression is a statement that involves two or more variables that require some mathematical operations.

Most commonly, a mathematical expression contains numbers, variables, and operators, which show a value after the mathematical operations.

<h3>Data and Calculations:</h3>

Cost of fabric per yard = $7.99

Required solid fabric = 2¹/₃ yards

Required patterned fabric = x yards

The total cost of the fabric = 7.99 (2¹/₃) + 7.99x

= 18.64 + 7.99x

Thus, the two equivalent expressions for the total cost of the fabric based on the information are <u>7.99 (2¹/₃) + 7.99x and 18.64 + 7.99x</u>.

Learn more about mathematical expressions at brainly.com/question/1852123

#SPJ1

frez [133]2 years ago
5 0

The two equivalent expressions for the total cost of the fabric are (7.99 × 7/3) and 18.64

<h3>Total cost</h3>

  • Cost of fabric per yard = $7.99
  • Number of fabrics = 2 1/3 yard

Total cost = Cost of fabric per yard × Number of fabrics

= 7.99 × 2 1/3

= (7.99 × 7/3)

= 55.93 / 3

= 18.64

Therefore, the two equivalent expressions for the total cost of the fabric are (7.99 × 7/3) and 18.64

Learn more about total cost:

brainly.com/question/2021001

#SPJ1

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zimovet [89]
Variables:
p = uniform pants
c = baseball caps

Equations:
2p + 2c = 68
p - c = 12
****************************************************************************************
Step 1.
\left  {{2p+2c=68} \atop {p-c=12}} \right

Step 2.
\left {{2p+2c=68} \atop {2(p-c=12)}} \right.

Step 3.
\left  {{2p+2c=68} \atop {2p-2c=24}} \right.

Step 4.
4p = 92

Step 5.
\frac{4p}{4} = \frac{92}{4}
p=23

Step 6.
p-c=12
23 - c=12
<u />23=12+c
<u />11=c
<u />
Baseball Pants = $23
Baseball Caps = $11
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