Question

В 1 киоске в 4 раза > кг яблок, чем в другом. Если в 1 киоске продадут 37,8 кг яблок, а во 2 киоск привезут еще 50,4 кг яблок, то яблок в обоих киосках станет поровну. Сколько килограммов яблок в каждом киоске?

Answer 1

Х-во втором
4х-37,8=х+50,4
3х=88,2
х=88,2/3=29,4- во 2м
4*29,4=117,6- в 1м

Answer 2

Х кг - 1 киоск
Y кг - 2 киоск

Х=Y*4
X - 37,8 = Y+ 50,4

(Y*4) - 37,8 = Y + 50,4
4Y - Y = 50,4 +37,8
3Y = 88,2
Y = 88,2 : 3
Y = 29,4

X = 29,4*4
X= 117,6

Ответ: в 1 киоске было 117,6 кг яблок, во 2 киоске - 29,4 кг

Answer 3

Calculation of Apple Distribution in Two Kiosks

To solve this problem, let's assign variables to the unknown quantities: - Let's call the weight of apples in the first kiosk x kg. - Let's call the weight of apples in the second kiosk y kg.

According to the information given, the weight of apples in the first kiosk is 4 times greater than the weight of apples in the second kiosk. This can be expressed as:

x = 4y It is also mentioned that if 37.8 kg of apples are sold in the first kiosk and an additional 50.4 kg of apples are brought to the second kiosk, then the total weight of apples in both kiosks will be equal. This can be expressed as:

x - 37.8 + y + 50.4 = x + y

Simplifying the equation, we get:

-37.8 + 50.4 = y

Solving for y:

y = 12.6 kg

Now, we can substitute the value of y into the equation x = 4y to find the weight of apples in the first kiosk:

x = 4 * 12.6 = 50.4 kg

Therefore, the weight of apples in each kiosk is: - First kiosk: 50.4 kg - Second kiosk: 12.6 kg