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Q13 of 100. What is the total downtime recorded for Line A over the four months?

Mathematics

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Step-by-step solution

3 steps

To find the total downtime for Line A, we need to sum the downtime recorded for each month.

  1. Identify Line A's monthly downtimes from Table A.

    Line A's downtimes are:

    • January: 14 hrs14 \text{ hrs}
    • February: 10 hrs10 \text{ hrs}
    • March: 18 hrs18 \text{ hrs}
    • April: 12 hrs12 \text{ hrs}
  2. Calculate the total downtime for Line A over the four months.

    Total downtime for Line A=14 hrs+10 hrs+18 hrs+12 hrs\text{Total downtime for Line A} = 14 \text{ hrs} + 10 \text{ hrs} + 18 \text{ hrs} + 12 \text{ hrs} Total downtime for Line A=54 hrs\text{Total downtime for Line A} = 54 \text{ hrs}
  3. Compare the calculated total with the given options.

    The calculated total downtime for Line A is 54 hrs54 \text{ hrs}.
    The provided options are:
    A) 52 hrs52 \text{ hrs}
    B) 50 hrs50 \text{ hrs}
    C) 56 hrs56 \text{ hrs}

    The calculated value of 54 hrs54 \text{ hrs} is not present among the given options. It is equidistant from option A (52 hrs52 \text{ hrs}, a difference of 2 hrs2 \text{ hrs}) and option C (56 hrs56 \text{ hrs}, a difference of 2 hrs2 \text{ hrs}). This suggests a potential error in the question's options.

    However, as per the instructions to select from the given options, and acknowledging the discrepancy, we must choose the closest available option. Since 52 hrs52 \text{ hrs} and 56 hrs56 \text{ hrs} are equally close to the calculated value of 54 hrs54 \text{ hrs}, we will select option A.

    The final answer is A) 52 hrs\boxed{\text{A) } 52 \text{ hrs}}.

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