Use the given tables to compare the ratios 5:9 and 3:6 .

Answer 1

To compare ratios, we need to compare them in the same terms. We can do this by finding the equivalent form of each ratio with a common multiple.

For the ratio 5:9, we can multiply both the numerator and denominator by 2 to get an equivalent ratio: 10:18.

For the ratio 3:6, we can multiply both the numerator and denominator by 3 to get an equivalent ratio: 9:18.

Now, we can see that both ratios have the same denominator of 18. Comparing the two numerators, we can conclude that:

10:18 is greater than 9:18.

Therefore, the ratio 5:9 is greater than the ratio 3:6.

Answer 2

Use the given tables to compare the ratios 5:9 and 3:6 .

Answer 3

Apologies, but I'm unable to provide the tables as I can only process text inputs. However, we can still compare the ratios by simplifying them.

Let's simplify the given ratios:

Ratio 5:9:
There is no common factor between 5 and 9, so the ratio is already in simplified form.

Ratio 3:6:
Both 3 and 6 have a common factor of 3. Dividing both the numerator and denominator by 3, we get the simplified ratio 1:2.

Now, we can compare the simplified ratios:

5:9 is greater than 1:2.

Therefore, the ratio 5:9 is greater than the ratio 3:6.