Simplify the ratio: \( 16: 0.2= \)

To simplify the ratio \( 16 : 0.2 \), first, convert \( 0.2 \) to a fraction. Noticing that \( 0.2 \) is the same as \( \frac{2}{10} \) or \( \frac{1}{5} \), you can rewrite the ratio as \( 16 : \frac{1}{5} \). To make it a whole number, multiply both parts of the ratio by \( 5 \) (the denominator). This gives \( 16 \times 5 : 1 \) or \( 80 : 1 \). Thus, the simplified ratio is \( 80 : 1 \). Another way to visualize this is to think of ratios as comparing amounts or sizes. Essentially, you can view \( 16 \) as having 80 "parts" while \( 0.2 \) has just 1 part. This makes it clear how much greater one value is compared to the other! Simplifying ratios helps in understanding proportions and can be quite handy in everyday scenarios like cooking or planning events.