Question

Question 13 * A farmer can plant 45 kg of peanuts on 4,000 square metres of land. Which of the following represents the number of peanuts (x) he could plant on 8,500 square metres of land? C. 45 4000 8500 45 8500 1 4000 45 1 8500 4000 Question 13 * A farmer can plant 45 kg of peanuts on 4,000 square metres of land . Which of the following represents the number of peanuts ( x ) he could plant on 8,500 square metres of land ? C. 45 4000 8500 45 8500 1 4000 45 1 8500 4000​

Answer 1

Answer: 765/8





Explanation: your mom told me lastnight

Answer 2

The number of peanuts ( x ) he could plant on 8,500 square meters of land = 95.6 kg

What is unitary method?

"It is a method of finding the value of a single unit, and based on that value we can find the required value."

For given question,

A farmer can plant 45 kg of peanuts on 4,000 square meters of land.

Using unitary method,

$\frac{4000}{45}\\\\=88.8888 \\\\\approx 88.89$

This means, a farmer can plant 1 kg of peanuts on 88.89 square meters of land.

We need to find the number of peanuts ( x ) he could plant on 8,500 square meters of land.

Here, 1 kg = 88.89 square meters

          x kg = 8500 square meters

$\Rightarrow x=\frac{8500}{88.89}\\\\ \Rightarrow x = 95.6~kg$

Therefore, the number of peanuts ( x ) he could plant on 8,500 square meters of land = 95.6 kg

Learn more about the unitary method here:

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