Question

Реши задачу вычисли и запеши ответ бак вмешает 24 литра воды когда бак налили наполовину и добавили ещё 3 ведра воды бак заполнился доверху во сколько раз вместимость бака больше вместимости ведра? помогите

Answer 1

24/2=12л -половина бака
12/3=4л- емкость 1-го ведра
24/4=6 - во столько раз вместимость бака больше вместимости ведра

Answer 2

24:2=12л (половина бака )
12:3=4л (1 ведро воды )
24:4=6
ответ: в 6 раз

Answer 3

Task Solution

To solve the problem, we need to find the ratio of the tank's capacity to the capacity of a single bucket.

Let's denote: - T as the capacity of the tank - B as the capacity of a single bucket - W as the amount of water in the tank when it was half full - N as the number of buckets added to fill the tank

We can use the given information to set up the following equation: W + N * B = T

Given: - When the tank was half full, it contained 24 liters of water. - After adding 3 buckets of water, the tank was filled to the top.

We can express these statements as equations: 1. W = T / 2 = 24 2. W + 3B = T

We can solve these equations to find the ratio of the tank's capacity to the capacity of a single bucket.

Calculation

Using the given information, we can solve for the capacity of the tank and the capacity of a single bucket.

From equation 1: T / 2 = 24 T = 24 * 2 = 48

Substitute T = 48 into equation 2: W + 3B = 48 24 + 3B = 48 3B = 48 - 24 3B = 24 B = 24 / 3 B = 8

Answer

The capacity of the tank is 48 liters, and the capacity of a single bucket is 8 liters.

To find the ratio of the tank's capacity to the capacity of a single bucket: 48 / 8 = 6

The capacity of the tank is 6 times larger than the capacity of a single bucket.