Question

Смешали 4 кг сушёных яблок и 6 кг сушёных груш. Сколько процентов в полученной смеси состовляют яблоки?

Answer 1

1) 4+6=10 (кг)
2) 4/10*100=40%

Answer 2

4+6=10(кг)-в сумме сушённые яблоки и груши.
10 кг - 100%
4 кг - х%
х= (4×100)÷10=400÷10=40%
Ответ: в полученной смеси яблоки составляют 40%.

Answer 3

Calculation of the Percentage of Apples in the Mixture

To calculate the percentage of apples in the mixture, we need to determine the total weight of the mixture and the weight of the apples in the mixture.

Given that 4 kg of dried apples and 6 kg of dried pears were mixed, we can find the total weight of the mixture by adding these two quantities:

4 kg (dried apples) + 6 kg (dried pears) = 10 kg (total weight of the mixture)

To find the percentage of apples in the mixture, we need to calculate the weight of the apples as a proportion of the total weight of the mixture and then express it as a percentage.

Weight of apples / Total weight of mixture * 100

Weight of apples = 4 kg

Total weight of mixture = 10 kg

Percentage of apples = (4 kg / 10 kg) * 100 = 40%

Therefore, 40% of the mixture consists of apples.