Question

Farmer John i planning on elling ome of hi flock. He will need to hire a truck to tranport the
heep. Thi will cot $100. He alo expect to be able to ell hi heep for at leat $18 per head. How many heep will he need to ell to enure a profit of $150?
(Hint: you will need to write an equation to olve)

Answer 1

The equation representing the number of sheep should be sold to make a profit of $150 when each sheep costs at least $18.

x = 150/18 ≈ 8

So, he should sell 8 sheep to make a profit of $100.

Given, Farmer John is planning on selling some of his flock. He will need to hire a truck to transport the sheep.

This will cost $100. He also expect to be able to sell his sheep for at least $18 per head.

we have to find the number of sheep which should be sold to make a profit of $150.

As, each sheep costs $18.

Let the number of sheep sold be, x

Profit = S.P - C.P

150 = 18x - 100

18x = 150 + 100

18x = 150

So, the equation representing the number of sheep should be sold to make a profit of $150 when each sheep costs at least $18.

x = 150/18 ≈ 8

So, he should sell 8 sheep to make a profit of $100.

Hence, the equation representing the number of sheep should be sold to make a profit of $150 when each sheep costs at least $18.

x = 150/18 ≈ 8

So, he should sell 8 sheep to make a profit of $100.

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