Question

Магазин в первый день продали 35% во второй день 28% всех овощей а в третий день оставшейся 333 килограмма Сколько килограммов овощей было в магазине первоначально

Answer 1

3 дня- 100%
1 день-35%
2 день-28%
3 день-100-(35+28)=37%
37%-333
100%-х
х=100*333/37=900

Answer 2

Calculation of the Initial Weight of Vegetables in the Store

To calculate the initial weight of vegetables in the store, we need to consider the percentage of vegetables sold on the first and second days, as well as the remaining weight on the third day.

Let's assume the initial weight of vegetables in the store is x kilograms.

On the first day, 35% of the vegetables were sold, which means 65% of the vegetables remained in the store. This can be calculated as:

0.65x kilograms of vegetables remained after the first day. On the second day, 28% of the remaining vegetables were sold, which means 72% of the vegetables remained in the store. This can be calculated as:

0.72(0.65x) = 0.468x kilograms of vegetables remained after the second day. On the third day, there were 333 kilograms of vegetables remaining in the store. This can be expressed as:

0.468x = 333

To find the value of x, we can solve the equation:

0.468x = 333

Dividing both sides of the equation by 0.468, we get:

x = 333 / 0.468

Calculating this, we find that the initial weight of vegetables in the store was approximately 711.54 kilograms.

Therefore, the initial weight of vegetables in the store was approximately 711.54 kilograms.