Question

Тыква весит 24 кг. Масса арбуза составляет 3/8 массы тыквы и 3/2 массы дыни. Какова масса арбуза и какова масса дыни?

Answer 1

1)24*3/8=9 кг-арбуз
2)9:3/2=6 кг-дыня
Ответ:9 кг весит арбуз,6 кг весит дыня.

Answer 2

Жвжвжльслчвллалаььаьс

Answer 3

Calculation of the Mass of the Watermelon and the Cantaloupe

To find the mass of the watermelon and the cantaloupe, we need to use the given information about their relative masses compared to the pumpkin.

Let's denote the mass of the pumpkin as P (which is given as 24 kg). According to the information provided, the mass of the watermelon is 3/8 of the mass of the pumpkin, and the mass of the cantaloupe is 3/2 of the mass of the watermelon.

To calculate the mass of the watermelon, we multiply the mass of the pumpkin by 3/8: Mass of the watermelon = (3/8) * P

To calculate the mass of the cantaloupe, we multiply the mass of the watermelon by 3/2: Mass of the cantaloupe = (3/2) * (3/8) * P

Now, let's substitute the given mass of the pumpkin (P = 24 kg) into the equations to find the masses of the watermelon and the cantaloupe.

Mass of the watermelon = (3/8) * 24 kg Mass of the cantaloupe = (3/2) * (3/8) * 24 kg

Simplifying the equations, we get: Mass of the watermelon = 9 kg Mass of the cantaloupe = 27/4 kg

Therefore, the mass of the watermelon is 9 kg, and the mass of the cantaloupe is 27/4 kg.

Please note that the given information does not specify the units for the masses of the watermelon and the cantaloupe. I have assumed the units to be the same as the mass of the pumpkin, which is kilograms (kg).