Question

На элеватор привезли в первый день 4720 ц пшеницы это на 350 ц меньше чем во второй день в третий день привезли в 2 раза больше чем во второый день поставь вопрос и реши задачю

Answer 1

Вопрос:Сколько пшеницы привезли на элеватор за три дня?
Решение:
1)4720+350=5070 (ц)-пшеницы привезли во 2 день
2)5070*2=10140(ц)-пшеницы привезли в 3 день
3)4720+5070+10140=19930 (ц)

Ответ:19930 ц пшеницы привезли на элеватор за три дня

Answer 2

Problem Analysis

To solve this problem, we need to determine the amount of wheat delivered on each of the three days and find the difference between the first and second day's deliveries. We can then calculate the amount of wheat delivered on the third day, which is twice the amount delivered on the second day.

Problem Solution

Let's break down the information given in the problem:

- On the first day, 4720 tons of wheat were delivered. - This is 350 tons less than the amount delivered on the second day. - On the third day, the amount delivered was twice the amount delivered on the second day.

To find the amount of wheat delivered on the second day, we can add the 350 tons to the amount delivered on the first day:

Amount delivered on the second day = 4720 tons + 350 tons = 5070 tons.

To find the amount of wheat delivered on the third day, we can multiply the amount delivered on the second day by 2:

Amount delivered on the third day = 5070 tons * 2 = 10140 tons.

Now, let's summarize the information:

- Amount delivered on the first day: 4720 tons. - Amount delivered on the second day: 5070 tons. - Amount delivered on the third day: 10140 tons.

Problem Solution

To summarize, the amount of wheat delivered on each day is as follows:

- First day: 4720 tons. - Second day: 5070 tons. - Third day: 10140 tons.

Please let me know if there is anything else I can help you with!

Answer 3

Problem Analysis

To solve this problem, we need to determine the amount of wheat delivered on each of the three days and then formulate a question based on the given information.

Given Information

- On the first day, 4720 tons of wheat were delivered. - This is 350 tons less than the amount delivered on the second day. - On the third day, the amount delivered was twice as much as the second day.

Solution

Let's break down the information and solve the problem step by step.

1. On the first day, 4720 tons of wheat were delivered. 2. This is 350 tons less than the amount delivered on the second day. - Let's assume the amount delivered on the second day is x tons. - Therefore, the amount delivered on the first day is (x - 350) tons. 3. On the third day, the amount delivered was twice as much as the second day. - The amount delivered on the third day is 2x tons.

To find the value of x, we can set up an equation using the given information:

(x - 350) + x + 2x = 4720

Simplifying the equation:

4x - 350 = 4720

Adding 350 to both sides:

4x = 5070

Dividing both sides by 4:

x = 1267.5

Now that we have the value of x, we can find the amount of wheat delivered on each day:

- First day: (x - 350) = (1267.5 - 350) = 917.5 tons - Second day: x = 1267.5 tons - Third day: 2x = 2 * 1267.5 = 2535 tons

Question

Based on the given information, the question can be formulated as follows:

Question: How much wheat was delivered on each of the three days?

Answer: - On the first day, 917.5 tons of wheat were delivered. - On the second day, 1267.5 tons of wheat were delivered. - On the third day, 2535 tons of wheat were delivered.