A chicken farmer surveyed his flock with the following results (Assume that all chickens are thin or fat, red or brown, and hens or roosters.) The farmer had: 76 hens; 66 thin chickens; 70 red chickens; 24 fat brown roosters; 16 fat red hens; 46 thin hens; 18 thin brown hens; 10 thin red roosters; Construct a Venn Diagram. 1. Construct a Venn Diagram to represent this information. Answer the following questions. 2. How many chickens are brown? 3. How many chickens are hens? 4. How many chickens are brown and thin? 5. How many chickens are brown, but not fat? 6. How many chickens are in the farmer's flock? 7. What percentage of the roosters is fat? 8. What percentage of the brown chickens is thin hens?
A chicken farmer surveyed his flock with the following results (Assume that all chickens are thin or fat, red or brown, and hens or roosters.) The farmer had:
76 hens;
66 thin chickens;
70 red chickens;
24 fat brown roosters;
16 fat red hens;
46 thin hens;
18 thin brown hens;
10 thin red roosters;
Construct a Venn Diagram.
1. Construct a Venn Diagram to represent this information.
Answer the following questions.
2. How many chickens are brown?
3. How many chickens are hens?
4. How many chickens are brown and thin?
5. How many chickens are brown, but not fat?
6. How many chickens are in the farmer's flock?
7. What percentage of the roosters is fat?
8. What percentage of the brown chickens is thin hens?
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