Question

Товар массой в 13 целых три десятых тонны распределили на три автомашины на первую автомашину погрузили 1,3 раза больше а на вторую в 1,5 раза больше чем на третью автомашину сколько товара погрузили на каждую автомашину

Answer 1

Пусть в третьей машине - х тонн, тогда во второй - 1,5х, а в первой - 1,3х.
Составляем уравнение: х+1,3х+1,5х=13,3
3,8х=13,3
х=13,3:3,8
х=3,5 (третья машина)
Вторая машина: 3,5*1,5=5,25
Первая машина: 3,5*1,3=4,55

Answer 2

Problem Analysis

We are given a total mass of 13.3 tons of goods that needs to be distributed among three trucks. The first truck carries 1.3 times more goods than the third truck, and the second truck carries 1.5 times more goods than the third truck. We need to determine how much goods are loaded onto each truck.

Solution

Let's assume the mass of goods loaded onto the third truck is x tons.

According to the given information: - The first truck carries 1.3 times more goods than the third truck, so the mass of goods loaded onto the first truck is 1.3x tons. - The second truck carries 1.5 times more goods than the third truck, so the mass of goods loaded onto the second truck is 1.5x tons.

The total mass of goods is 13.3 tons, so we can write the equation: x + 1.3x + 1.5x = 13.3

Simplifying the equation: 3.8x = 13.3

Solving for x: x = 13.3 / 3.8

Calculating the value of x: x ≈ 3.5

Therefore, approximately 3.5 tons of goods are loaded onto the third truck, 1.3 times more (or approximately 4.55 tons) onto the first truck, and 1.5 times more (or approximately 5.25 tons) onto the second truck.

Answer

Approximately 3.5 tons of goods are loaded onto the third truck, 4.55 tons onto the first truck, and 5.25 tons onto the second truck.