Question

Как решить задачу. С двух ульев получено 100кг меду, с одного из них на 4 кг больше чем с другого. Сколько меда получено с каждого улья

Answer 1

Пусть с одного улья получили х кг,
Тогда с другого улья получили (х+4) кг.
Всего получено 100 кг.
Значит,
х+(х+4)=100
х+х+4=100
2х=100-4
2х=96
х=48
48 кг получено с первого улья.
48+4=52 кг получено со второго улья
Ответ: 48 кг и 52 кг

Answer 2

Solution to the Problem of Honey Production from Two Beehives

To solve the problem of honey production from two beehives, we can use a system of linear equations.

Let's denote: - x as the amount of honey produced from the first beehive - y as the amount of honey produced from the second beehive

We are given the following information: 1. The total amount of honey produced from both beehives is 100 kg. 2. The amount of honey produced from one of the beehives is 4 kg more than the amount produced from the other beehive.

Formulating the Equations

We can set up the following system of equations based on the given information: 1. x + y = 100 (Total honey production from both beehives is 100 kg) 2. x = y + 4 (The amount of honey produced from one beehive is 4 kg more than the other)

Solving the System of Equations

We can solve the system of equations using substitution or elimination method to find the values of x and y.

Substituting the value of x from the second equation into the first equation: y + 4 + y = 100 2y + 4 = 100 2y = 96 y = 48

Substituting the value of y back into the second equation: x = 48 + 4 x = 52

Answer

Therefore, the amount of honey produced from each beehive is: - x = 52 kg from the first beehive - y = 48 kg from the second beehive

This means that 52 kg of honey is produced from one beehive, and 48 kg of honey is produced from the other beehive [[2 #]].

I hope this helps! If you have any other questions, feel free to ask.