Question

Костя и Наташа собирали вишню. Костя собрал в 1,6 раза больше, чем Наташа. Сколько килограммов вишни собрал Костя и сколько Наташа, если вместе они собрали 27,3кг ?

Answer 1

Наташа х кг
Костя 1.6х кг
Х+1.6х=27.3
2.6х=27.3
Х=27.3/2.6=10.5 собрала Наташа
10.5*1.6=16.8 Костя

Answer 2

X(кг) - собрала Наташа
1.6x(кг)- собал Костя
1.6x+x=27.3
2.6x=27.3
x=27.3/2.6
x=10.5 (кг)-собрала Наташа
1.6x= 10.5*1.6=16.8( кг) - собрал Костя

Answer 3

The question you asked is a math problem that can be solved by using a system of equations. Here is a detailed solution:

Let x be the amount of cherries that Natasha collected, and y be the amount of cherries that Kostya collected. Then we have two equations:

y = 1.6x (Kostya collected 1.6 times more than Natasha)

x + y = 27.3 (Together they collected 27.3 kg)

To solve for x and y, we can substitute y = 1.6x into the second equation and get:

x + 1.6x = 27.3

Simplifying and solving for x, we get:

2.6x = 27.3

x = 10.5

Therefore, Natasha collected 10.5 kg of cherries. To find y, we can plug x = 10.5 into the first equation and get:

y = 1.6 * 10.5

y = 16.8

Therefore, Kostya collected 16.8 kg of cherries.

The answer is: Kostya collected 16.8 kg of cherries and Natasha collected 10.5 kg of cherries.