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A recipe requires 2 cups of plain flour. John bought 1/2 kg of plain flour. Is there enough flour for the vetkoek with curried mince? Convert 350°C to Fahrenheit.

Mathematics

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Step-by-step solution

7 steps
  1. Calculate the required amount of flour in grams.

    The recipe requires 2 cups of plain flour.
    Given that 1 cup = 120 g.

    Required flour=2 cups×120gcup=240 g\text{Required flour} = 2 \text{ cups} \times 120 \frac{\text{g}}{\text{cup}} = 240 \text{ g}
  2. Convert the amount of flour John bought from kilograms to grams.

    John bought 12\frac{1}{2} kg of plain flour.
    Given that 1 kg = 1000 g.

    John’s flour=12 kg=0.5 kg×1000gkg=500 g\text{John's flour} = \frac{1}{2} \text{ kg} = 0.5 \text{ kg} \times 1000 \frac{\text{g}}{\text{kg}} = 500 \text{ g}
  3. Compare the amount of flour John has with the required amount.

    John has 500 g of flour. The recipe requires 240 g of flour.
    Since 500 g>240 g500 \text{ g} > 240 \text{ g}, John has enough flour.
    The flour will be enough for the vetkoek with curried mince.

    Yes, the flour is enough.\boxed{\text{Yes, the flour is enough.}}
  4. Use the given formula to convert the temperature from Celsius to Fahrenheit.

    The formula is: °F=(95×°C)+32\text{°F} = \left(\frac{9}{5} \times \text{°C}\right) + 32.
    The given temperature is 350°C.

  5. Substitute the Celsius temperature into the formula and calculate.

    °F=(95×350)+32\text{°F} = \left(\frac{9}{5} \times 350\right) + 32 °F=(9×70)+32\text{°F} = (9 \times 70) + 32 °F=630+32\text{°F} = 630 + 32 °F=662\text{°F} = 662

    The frying temperature is 662°F.

    662°F\boxed{662\text{°F}}
  6. Determine the duration of frying.

    The vetkoeks are fried for 30 minutes.

  7. Add the frying duration to the start time.

    Start time: 08:43
    Duration: 30 minutes

    08:43+30 minutes08:43 + 30 \text{ minutes}

    Add the minutes: 43+30=7343 + 30 = 73 minutes.
    Since there are 60 minutes in an hour, 73 minutes is 1 hour and 13 minutes.
    Add 1 hour to the hour part and 13 minutes to the minute part of the start time.

    08:00+1 hour=09:0008:00 + 1 \text{ hour} = 09:00 09:00+13 minutes=09:1309:00 + 13 \text{ minutes} = 09:13

    John must take them out of the oven at 09:13.

    09:13\boxed{09:13}
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