The process of transforming percents into fractions is a two-step one. Initially, you form a fraction with the percent as the numerator and 100 as the denominator. Following this, you reduce the fraction to its simplest form. For instance, 75% would be written as 75/100, and when simplified, it becomes 3/4. It's crucial to recall that 'percent' translates to 'per hundred'.
| Topic | Problem | Solution |
|---|---|---|
| None | 15. Write this ratio as a percent by using a prop… | First, we need to write the ratio as a fraction: \(\frac{112}{160}\). |
| None | 1. Write the ratio as a percent by using a propor… | Write the ratio as a percent by using a proportion and then find the percent which is equivalent to… |
| None | 21 is $75 \%$ of what number? | Set up the equation: \(21 = 0.75 * x\) |
| None | Rewrite the ratio so that the units in the numera… | Rewrite the ratio so that the units in the numerator and the denominator are the same. Use values i… |
| None | (1)) Keesha keeps track of the fiber she eats to … | Set up a proportion: \(\frac{8}{25} = \frac{x}{100}\) |
| None | Use the percent formula, $A=P B: A$ is $P$ percen… | Translate the problem into a mathematical equation using the percent formula. In this case, we have… |