Question

Решетите задачу,составив уравнение. в совхозе имеется лошадей столько же,сколько быков.на каждую лошадь отпускается в месяц в 5 ц сена,а на быка 3 ц.На всех же быков отпускают на 60 ц меньше,чем на лошадей.Сколько всего сена расходует совхоз в месяц?

Answer 1

x=y

5x-3y=60

5x-3x=60

2x=60

x=60

лошадей и быков по 30 штук

30*5+30*3=150+90=240(ц) колличество сена

Answer 2

Formulating the Problem

To solve this problem, we need to create an equation based on the given information. Let's start by defining the variables: - Let's denote the number of horses as h and the number of bulls as b. - The amount of hay (in cents) consumed by a horse per month is 5c, and for a bull, it's 3c. - It's given that the total amount of hay consumed by the bulls is 60c less than that consumed by the horses.

Setting Up the Equation

We can now set up the equation based on the given information.

Let's denote the total amount of hay consumed by all the horses as H and the total amount of hay consumed by all the bulls as B.

The equation representing the total hay consumption is: 5h = H (total hay consumption by horses) and 3b = B (total hay consumption by bulls).

Given that the total amount of hay consumed by the bulls is 60c less than that consumed by the horses, we can express this as: H - B = 60

Solving the Equation

We can now solve these equations to find the total amount of hay consumed by the farm in a month.

Let's proceed with the calculation.