Afarmer needs to enclose two adjacent rectangular pastures. how much fencing does the farmer need? write your answer as a mixed number. ( length - 50 5/8 yards. width - 30 2/9 yards. )

The farmer needs 191 11/12 yards of fencing.

Given that a farmer needs to enclose two adjacent rectangular pastures, to determine how much fencing does the farmer need, knowing that the length of both fields combined is 50 5/8 yards, and the width of each of them (also including the division between them) is 30 2/9 yards, the following calculation must be made:

Both fields must be considered as the same rectangle, with an internal division the size of its width.

Therefore, the farmer needs 191 11/12 yards of fencing.

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the picture in the attached figure

Let

x--------> the length of the rectangular pastures

y--------> the width of the rectangular pastures

we know that

Perimeter of the two adjacent rectangular pastures is equal to

therefore

the answer is

answer: 2x + 2 − 2 = 10 − 2; subtraction property of equality

step-by-step explanation: