Sheep and cow are on a farm in the ratio of 4:7 what fraction of the animals are cows

The ratio of sheep to cows is given as \( 4:7 \). This means for every 4 sheep, there are 7 cows.

To find the fraction of the total animals that are cows, we first calculate the total number of parts (sheep + cows):

\[
\text{Total parts} = 4 + 7 = 11
\]

The fraction of the animals that are cows is:

\[
\frac{\text{Number of parts for cows}}{\text{Total parts}} = \frac{7}{11}
\]

So, the fraction of the animals that are cows is \( \frac{7}{11} \).

Would you like more details or have any questions about this solution?

Here are 5 related questions for further practice:
1. If there are 88 animals in total, how many cows are there?
2. If the ratio of sheep to cows changes to 5:9, what fraction of the animals would be cows?
3. What fraction of the animals are sheep in the original ratio of 4:7?
4. If there are 28 cows, how many sheep are there?
5. What is the percentage of cows on the farm based on the ratio 4:7?

**Tip:** Always remember to sum the parts in a ratio to find the total number of parts, which helps calculate the fraction of a specific group.

Sheep and cow are on a farm in the ratio of 4:7. What fraction of the animals are cows?

Learn how to find the fraction of cows on a farm given a ratio of sheep to cows of 4:7. This problem covers essential math concepts like ratios and fractions, helping students in Grades 6-8 understand how to calculate parts of a whole. Step-by-step explanation included.

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