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marysya [2.9K]
3 years ago
13

Cindy spent $15.25 on ingredients for a blueberry pie and $12.84 on ingredients for a cherry pie. Each slice of pie sells for $3

.50.Which expression represents Cindy's profit if she sells b slices of blueberry pie and c slices of cherry pie?
Mathematics
1 answer:
alexandr402 [8]3 years ago
5 0

Answer:

3.50(b+c)-28.09

Step-by-step explanation:

Let, the number of blueberry slices = b and number of cherry slices = c.

As, each slice sells for the price of $3.50.

Thus, the revenue of total slices sold = 3.50(b+c)

Also, the money spent on ingredients of both the pie is $15.25 and $12.84 respectively.

Thus, the total selling cost of the slices = $15.25 + $12.84 = $28.09.

So, we have,

Cindy's profit = Revenue - Cost

i.e. Cindy's profit = 3.50(b+c)-28.09

Hence, the required expression is 3.50(b+c)-28.09.

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x⁴+2x³ +3x²+6x +12 r. \dfrac{19}{x-2}

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    |<u>                                              </u>

Next you bring down the first coefficient:

+2 |   +1     0     -1     0     0     -5

    |<u>                                              </u>

        +1    

Then you multiply it by the divisor and write the product under the next coefficient:

+2 |   +1     0     -1     0     0     -5

    |<u>           +2                                   </u>

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Next add the column and put the sum below it:

+2 |   +1     0     -1     0     0     -5

    |<u>          +2                                   </u>

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Then multiply again and repeat until you reach the last coefficient:

+2 |   +1     0     -1     0     0     -5

    |<u>          +2    +4   +6   +12   +24 </u>

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