QuestionBeregn det oprindelige beløb for de angivne dele og procenter. Afrund til 2 decimaler.

Studdy Solution

STEP 1

Assumptions1. The part of the whole is given. The percentage that this part represents is given3. We need to find the original whole amount4. The percentage is calculated as a one-time calculation, not compounding5. The whole amount can be found by dividing the part by the percentage (in decimal form)

STEP 2

First, we need to find the whole amount. We can do this by dividing the part by the percentage (in decimal form).
$Whole = \frac{Part}{Percentage}$

STEP 3

Now, plug in the given values for the part and percentage to calculate the whole for the first sub-problem (a).
$Whole = \frac{89}{30\%}$

STEP 4

Convert the percentage to a decimal value.
$30\% =0.3$ $Whole = \frac{89}{0.3}$

STEP 5

Calculate the whole amount.
$Whole = \frac{89}{0.3} \approx296.67$

STEP 6

Repeat the steps for the remaining sub-problems (e, b, f, c, d).For sub-problem (e):
$Whole = \frac{142}{42\%} = \frac{142}{0.42} \approx338.10$ For sub-problem (b):
$Whole = \frac{32}{52\%} = \frac{32}{0.52} \approx61.54$ For sub-problem (f):
$Whole = \frac{22}{64\%} = \frac{22}{0.64} \approx34.38$ For sub-problem (c):
$Whole = \frac{178}{\%} = \frac{178}{0.07} \approx2542.86$ For sub-problem (d):
$Whole = \frac{85}{98\%} = \frac{85}{0.98} \approx86.73$ The whole amounts for each sub-problem are approximately296.67,338.10,61.54,34.38,2542.86, and86.73 respectively.

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