Let's solve this step by step:

1. Let's assume the original cost of wheat is 100 units. After a reduction of 28%, the new cost is 72 units.

2. Let's also assume the original consumption is 100 units. If the expenditure increases by 8%, the new expenditure is 108 units.

3. The expenditure is the cost of wheat multiplied by the consumption. So, 72 units (new cost) * X (new consumption) = 108 units (new expenditure).

4. Solving for X, we get X = 108 / 72 = 1.5.

5. This means the new consumption is 150% of the original consumption, or in other words, the consumption increased by 50%.

So, the answer is 50%.

Question

Let's solve this step by step:

1. Let's assume the original cost of wheat is 100 units. After a reduction of 28%, the new cost is 72 units.

2. Let's also assume the original consumption is 100 units. If the expenditure increases by 8%, the new expenditure is 108 units.

3. The expenditure is the cost of wheat multiplied by the consumption. So, 72 units (new cost) * X (new consumption) = 108 units (new expenditure).

4. Solving for X, we get X = 108 / 72 = 1.5.

5. This means the new consumption is 150% of the original consumption, or in other words, the consumption increased by 50%.

So, the answer is 50%.

Knowee AI · Accepted Answer

Let's solve this step by step:

1. Let's assume the original cost of wheat is 100 units. After a reduction of 28%, the new cost is 72 units.

2. Let's also assume the original consumption is 100 units. If the expenditure increases by 8%, the new expenditure is 108 units.

3. The expenditure is the cost of wheat multiplied by the consumption. So, 72 units (new cost) * X (new consumption) = 108 units (new expenditure).

4. Solving for X, we get X = 108 / 72 = 1.5.

5. This means the new consumption is 150% of the original consumption, or in other words, the consumption increased by 50%.

So, the answer is 50%.

The cost of wheat reduced by 28%. How much percent its consumption increased such that the expenditure increases by 8%.Options50%30.24%36%20%