
Вернулась коза из леса.стала различать козлятам молоко и заметила что не все семеро козлят
собрались за столом если каждому козленку дать по 1 литру то останется 2 литра если же каждому наливать по 2 литра до 3 литров не хватитсколько литров молока у козы? сколько козлят за столом?

Ответы на вопрос

2х-3=х+2
2х-х=2+3
х=5
Коза принесла 5+2=7 литров молока
Ответ: за столом сидело 5 козлят. Коза принесла 7 литров молока






Problem Analysis
The problem states that a goat returned from the forest and noticed that not all seven kids gathered at the table. If each kid is given 1 liter of milk, there will be 2 liters left. However, if each kid is given 2 liters of milk, there won't be enough to reach 3 liters. We need to determine how much milk the goat has and how many kids are at the table.Solution
Let's assume that the goat has X liters of milk and there are Y kids at the table.According to the problem, if each kid is given 1 liter of milk, there will be 2 liters left. This can be represented by the equation: X - Y = 2.
Similarly, if each kid is given 2 liters of milk, there won't be enough to reach 3 liters. This can be represented by the equation: 2X - 3Y < 0.
We can solve these equations simultaneously to find the values of X and Y.
Solving the Equations
Let's solve the equations using the given information.Equation 1: X - Y = 2 Equation 2: 2X - 3Y < 0
To solve Equation 1, we can express X in terms of Y: X = Y + 2
Substituting this value of X into Equation 2: 2(Y + 2) - 3Y < 0 2Y + 4 - 3Y < 0 -Y + 4 < 0 -Y < -4 Y > 4
From this inequality, we can conclude that Y must be greater than 4.
Conclusion
Based on the given information, we have determined that the goat has X liters of milk and there are Y kids at the table. However, we were unable to determine the exact values of X and Y without additional information.Please note that the problem statement does not provide enough information to calculate the exact values of X and Y.


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