Question

На Первом элеваторе зерна в 3 раза больше, чем на втором. если с первого элеватора вывести 850 тонн ,а со второго 150 тонн, то на обоих элеваторах зерна останеться поровну. Какое кол-во зерна было на первом элеваторе?

Answer 1

3х-850=х-150
3х-х=850-150
2х=700
х=700/2
х=350
350*3=1050
Ответ:1050 тонн зерна на перво элеваторе

Answer 2

Calculating the Amount of Grain on the First Elevator

Given that the amount of grain on the first elevator is three times more than on the second elevator, and if 850 tons are removed from the first elevator and 150 tons from the second, an equal amount of grain will remain on both elevators.

Let's denote: - Amount of grain on the first elevator as x tons - Amount of grain on the second elevator as y tons

According to the given information, we have the following equations: 1. x - 850 = y - 150 (Equal amount of grain remaining on both elevators after removal) 2. x = 3y (Amount of grain on the first elevator is three times more than on the second elevator)

Using these equations, we can solve for the amount of grain on the first elevator.

Solving for the Amount of Grain on the First Elevator

Substituting the value of x from equation 2 into equation 1: 3y - 850 = y - 150

Solving for y: 2y = 700 y = 350

Substituting the value of y back into equation 2: x = 3 * 350 x = 1050

So, the amount of grain on the first elevator was 1050 tons.