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Answer :
To find out how many horses Farmer Pete has, we can use the information given in the problem.
Understand the relationship:
Farmer Pete has 4 times as many cows as horses. This means that if we know the number of cows, we can find the number of horses by dividing the number of cows by 4.
Use the known quantity:
We know that Farmer Pete has 80 cows.
Set up the equation:
Let [tex]H[/tex] represent the number of horses. According to the problem,
[tex]4H = 80[/tex]Solve for [tex]H[/tex]:
To find [tex]H[/tex], divide both sides of the equation by 4:
[tex]H = \frac{80}{4}[/tex]
[tex]H = 20[/tex]So, Farmer Pete has 20 horses.
Find the total number of animals:
Add the number of cows and horses together to find the total number of animals:
[tex]\\text{Total animals} = \\text{Number of cows} + \\text{Number of horses} = 80 + 20 = 100[/tex]
Therefore, Farmer Pete has 20 horses, and he has 100 animals in total.
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