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A customer paid GH₵365 for typing services. The first 8 sheets cost GH₵68, and each additional sheet costs GH₵11. How many sheets were typed in total?

Mathematics

ScanSolve AI Answer

Answer

35 sheets35 \text{ sheets}

Step-by-step solution

4 steps
  1. Identify the given costs and the total amount paid.

    The cost for the first 8 sheets is GH₵68.00.
    The cost for each additional sheet is GH₵11.00.
    The total amount paid by the customer is GH₵365.00.

  2. Calculate the amount paid for the additional sheets.

    Subtract the cost of the first 8 sheets from the total amount paid.

    Amount for additional sheets=Total paid−Cost for first 8 sheets\text{Amount for additional sheets} = \text{Total paid} - \text{Cost for first 8 sheets} Amount for additional sheets=GH₵365.00−GH₵68.00\text{Amount for additional sheets} = \text{GH₵}365.00 - \text{GH₵}68.00 Amount for additional sheets=GH₵297.00\text{Amount for additional sheets} = \text{GH₵}297.00
  3. Calculate the number of additional sheets.

    Divide the amount paid for additional sheets by the cost per additional sheet.

    Number of additional sheets=Amount for additional sheetsCost per additional sheet\text{Number of additional sheets} = \frac{\text{Amount for additional sheets}}{\text{Cost per additional sheet}} Number of additional sheets=GH₵297.00GH₵11.00/sheet\text{Number of additional sheets} = \frac{\text{GH₵}297.00}{\text{GH₵}11.00/\text{sheet}} Number of additional sheets=27 sheets\text{Number of additional sheets} = 27 \text{ sheets}
  4. Calculate the total number of sheets typed.

    Add the initial 8 sheets to the number of additional sheets.

    Total sheets=Initial sheets+Additional sheets\text{Total sheets} = \text{Initial sheets} + \text{Additional sheets} Total sheets=8+27\text{Total sheets} = 8 + 27 Total sheets=35 sheets\text{Total sheets} = 35 \text{ sheets}

    The total number of sheets typed is:

    35 sheets35 \text{ sheets}
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