A farm has chickens, horses and sheep. There are six times the number of chickens and cows than sheep. If there are more horses than chickens or sheep, and together, horsess and chickens have a total of 100 feet and heads, how many sheep live at the farm?	Answers.
A) 5 B) 4 C) 10 D) 14 E) 17
Chicken - ch   horses - H   Sheep -S   ch+H=6S   H&gt; ch and H&gt;s   Each Horse has 4 legs and 1 head   Each chicken has 2 legs and 1 head   So 5h+3ch=100 (sum of legs and head)   There are 2 possible solutions to this equation   h=11 and ch=9 or   h=14 and ch=10   Since from first equation where ch+h=6s   The sum of ch and c should be divisbile by 6. 20 is not so the only possible solution is h=14 and ch=10. So s=4   Answer : 4
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A farm has chickens, horses and sheep. There are six times the number of chickens and cows than sheep. If there are more horses than chickens or sheep, and together, horsess and chickens have a total of 100 feet and heads, how many sheep live at the farm?