Question

V=? a= 2 4/7 дм b= 14/15 дм c= 11 дм

Answer 1

Ответ:

Пошаговое объяснение:

2 4/7 * 14/15 * 11 =

18/7 * 14/15 * 11 =

6/1 * 2/5 * 11 = 12/5 * 11 =

132/11 = 12 дм

Ответ : 12 дм

Answer 2

It appears that you want to calculate the volume (V) of a rectangular prism (also known as a rectangular cuboid) using the given dimensions a, b, and c. To find the volume of a rectangular prism, you simply multiply its three dimensions together. In this case:

a = 2 4/7 dm b = 14/15 dm c = 11 dm

First, let's convert all the measurements to the same unit, which is decimeters (dm). You can convert fractions to decimals if needed.

a = 2 4/7 dm = 2.571 dm (rounded to three decimal places) b = 14/15 dm = 0.933 dm (rounded to three decimal places) c = 11 dm

Now, you can calculate the volume (V):

V = a * b * c V = 2.571 dm * 0.933 dm * 11 dm V ≈ 29.166 cubic decimeters (rounded to three decimal places)

So, the approximate volume of the rectangular prism is 29.166 cubic decimeters.