Question

A farme's land is separated into sections of size 4 1/6 acres. suppose there are 8 a such sections. how many acres of land does the farmer have to own?

Answer 1

To find the total acreage of a farmer's land that is divided into 8 sections of 4 1/6 acres each, multiply the size of one section by the number of sections to get 33 1/3 acres.

Step-by-step explanation:

A student is asking about the total acreage of a farmer's land that is divided into sections of 4 1/6 acres each and has 8 such sections. To calculate the total acres, you need to multiply the size of one section by the number of sections.

First, convert the mixed number 4 1/6 acres to an improper fraction:

4 1/6 acres = (4 × 6 + 1) / 6 = 25/6 acres.

Next, multiply the size of one section by the number of sections:

Total acres = (25/6 acres) × 8 sections.

Now solve the multiplication:

Total acres = (25 × 8) / 6 = 200 / 6 = 33 1/3 acres.

Therefore, the farmer owns 33 1/3 acres of land in total.