Activity A. Complete the tableOriginal valueNew valueDecreasePercentage Decrease100130900.23 or 23°00.67 or 67%1.3782721.7004800​

Step-by-step explanation:Let's complete the table. We need to calculate the decrease and the percentage decrease for each pair of original and new values.### Formulae:1. **Decrease** = Original Value - New Value2. **Percentage Decrease** = \(\frac{\text{Decrease}}{\text{Original Value}} \times 100\%\)### Given Values:1. **Original Value**: 100, **New Value**: 130 - **Decrease** = 100 - 130 = -30 (This means there's an increase, not a decrease) - **Percentage Decrease** = \(\frac{-30}{100} \times 100\% = -30\%\) (This is actually an increase of 30%)2. **Original Value**: 90, **New Value**: 0.23 - **Decrease** = 90 - 0.23 = 89.77 - **Percentage Decrease** = \(\frac{89.77}{90} \times 100\% \approx 99.7\%\)3. **Original Value**: 1.378, **New Value**: 272 - **Decrease** = 1.378 - 272 = -270.622 (This is actually an increase) - **Percentage Decrease** = \(\frac{-270.622}{1.378} \times 100\% \approx -19615.7\%\) (This is an increase of 19615.7%)4. **Original Value**: 1.700, **New Value**: 4800 - **Decrease** = 1.700 - 4800 = -4798.3 (This is actually an increase) - **Percentage Decrease** = \(\frac{-4798.3}{1.700} \times 100\% \approx -282.3\%\) (This is an increase of 282.3%)So the completed table with correct calculations would look like this:| Original Value | New Value | Decrease | Percentage Decrease ||----------------|-----------|----------|---------------------|| 100 | 130 | -30 | +30% (increase) || 90 | 0.23 | 89.77 | 99.7% || 1.378 | 272 | -270.622 | +19615.7% (increase)|| 1.700 | 4800 | -4798.3 | +282.3% (increase) |Please verify the percentage decrease for the given context, as some entries are actually increases.

Answered by bautistaryza402 | 2024-09-10