If a farmer has 3 horses, 2 ducks, and 1 …

Mathematics Questions

If a farmer has[tex][ begin{array}{l} 3 text{ HORSES} \ 2 text{ DUCKS} \ 1 text{ PIG} end{array} ][/tex]How many feet are on his farm?

Short Answer

The farmer’s farm has a total of 20 feet from various animals: 3 horses contributing 12 feet, 2 ducks adding 4 feet, and 1 pig with 4 feet. The combined feet from all animals results in a final total of 20 feet.

Step-by-Step Solution

Step 1: Identify the Animals and Their Feet

First, we need to list out the types of animals on the farmer’s farm along with the number of each type. The animals include:

  • 3 horses – Each has 4 feet.
  • 2 ducks – Each has 2 feet.
  • 1 pig – It has 4 feet.

Step 2: Calculate Feet for Each Animal Type

Next, we will calculate the total number of feet for each type of animal by multiplying the number of animals by the feet per animal:

  • Horses: 3 horses * 4 feet/horse = 12 feet
  • Ducks: 2 ducks * 2 feet/duck = 4 feet
  • Pig: 1 pig * 4 feet/pig = 4 feet

Step 3: Find the Total Number of Feet

Finally, we will sum all the calculated feet from each animal type to determine the total number of feet on the farm:

  • Total = 12 feet (from horses) + 4 feet (from ducks) + 4 feet (from pig)
  • So, the final total = 20 feet.

This means there are 20 feet on the farmer’s farm in total.

Related Concepts

Animal Type

A classification of living organisms based on shared characteristics, used here to categorize animals on the farm such as horses, ducks, and pigs.

Feet Per Animal

The number of limbs or appendages used for locomotion that each type of animal possesses, which is essential for calculating the total feet on the farm.

Total Feet

The cumulative count of all feet from each type of animal on the farm, used to determine the overall number of feet present.

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