\[ 6\% \text{ de } Q4800.00 = \frac{6}{100} \times 4800.00 = 288.00 \]
To find out what percentage of the sodas served were regular, you need to do the following steps: 1. Calculate the total number of sodas served: regular sodas + diet sodas. 2. Calculate the percentage of regular sodas out of the total number of sodas. David's Diner served 12 regular sodas and 3 diet sodas. Total sodas served = 12 regular + 3 diet = 15 sodas. Now to get the percentage of regular sodas, you divide the number of regular sodas by the total number of sodas and multiply by 100%. Percentage of regular sodas = (12 / 15) × 100% Percentage of regular sodas = 0.8 × 100% Percentage of regular sodas = 80% So, 80% of the sodas served were regular.
In the provided image, we're presented with data showing the causes for discarded wafers in January, along with question 33, which asks for the percentage of discarded wafers due to breakage. Let's first identify the number of wafers discarded due to breakage: it's 10. Next, we'll find the total number of discarded wafers: it's 34. To calculate the percentage of discarded wafers due to breakage, we need to divide the number of wafers broken by the total number discarded and then multiply by 100 to get the percentage: Percentage = (Number of wafers broken / Total number discarded) × 100 Percentage = (10 / 34) × 100 Now, doing the math: Percentage = 0.2941... × 100 Percentage ≈ 29.41% Rounding this to a whole number gives us approximately 29%, which matches option B in the image. Therefore, the percentage of the discarded wafers that was due to breakage is approximately 29%.
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