Question

С огорода принесли помидоров в 5 раз больше , чем кабачков и в 3 раза больше , чем огурцов.Кабачков 3.НаСколько огурцов меньше , чем помидоров?

Answer 1

5х3=15. 15-5=10(ответ на10)

Answer 2

Problem Analysis

We are given that the number of tomatoes brought from the garden is 5 times more than the number of zucchinis, and 3 times more than the number of cucumbers. We need to determine the difference between the number of cucumbers and tomatoes.

Solution

Let's assume the number of cucumbers is represented by C, the number of zucchinis is represented by Z, and the number of tomatoes is represented by T.

From the given information, we can write the following equations:

1. T = 5Z (The number of tomatoes is 5 times more than the number of zucchinis) 2. T = 3C (The number of tomatoes is 3 times more than the number of cucumbers)

To find the difference between the number of cucumbers and tomatoes, we need to subtract the number of cucumbers from the number of tomatoes:

Difference = T - C

Substituting the values from equation 2 into equation 1, we can solve for C:

3C = 5Z

Simplifying the equation, we get:

C = (5/3)Z

Now, substituting the value of C into the equation for the difference, we get:

Difference = T - (5/3)Z

Since we are looking for the difference between the number of cucumbers and tomatoes, we can substitute the value of T from equation 2:

Difference = 3C - (5/3)Z

Simplifying the equation, we get:

Difference = (9/3)C - (5/3)Z

Therefore, the difference between the number of cucumbers and tomatoes is (9/3)C - (5/3)Z.

Answer

The difference between the number of cucumbers and tomatoes is (9/3)C - (5/3)Z.