The volume of a cone is 50 24 square centimeters, its height is 3 centimeters, and its base radius i

First of all, to correct you a mistake, the unit of volume is not square, it is a cubic base: square centimeters.

Diameter: cm.

Half diameter: 16 2 = 8 cm.

The volume of the cylinder = the volume of the three cones.

The volume of the cylinder = the height of the base area, and vice versa: the volume of the cylinder height = the base area.

So, the base area of this cone is: square centimeters.

The previous 3 is to turn the cone into a cylinder, and the next 3 is to divide it by its height.

Then 3 3 offset, still, but not in the same unit.

Then find its diameter.

If you don't understand, then ask, beg.

The radius of the bottom surface of a cylinder is 2 cm, the height is 3 cm, the side area of this cylinder is ( ) square centimeters, the surface area is ( ) square centimeters, the volume is ( ) cubic centimeters, and the volume of the cone-height cones of equal base is ( ) cubic centimeters Glad your question, look!

Let the radius be r and then list the equation 1: 3 x x r 2 x 3=

Solve r=4

It's a simple application problem, so you need to strengthen your training in the future!

According to the conical rot ligand volume formula v=1 3 rh and dispersed:

Gao Jue's h = 3v 丌 r = cm.

15 The volume of a cylinder is three times the volume of a cone.

r=c 2 ,=take well,=15(Lizhou Bimi); v cone = 1 3 r 2 h, = 1 3 2 25, = 1 3 , = cubic centimeters); So the answer is ethereal lead: . .

Summary. Hello, the radius of the base area of the cone is three centimeters, the volume is cubic centimeters, and the height of this cone is ( ) centimeters.

The radius of the base area of the cone is three centimeters, the volume is cubic centimeters, and the height of this cone is ( ) centimeters?

Hello, the radius of the base area of the cone is three centimeters, the volume is cubic centimeters, and the height of this cone is ( ) centimeters.

Can I get the last two questions? Please.

Oh, it's a dish.

Okay, send it over.

Hello, the radius of the base area of the cone is three centimeters, the volume is cubic centimeters, this He Xuan cone makes the height of the circle (2 3) centimeters, write is to keep the decimal of the collapse of the two tan shots, write 2 3 is an accurate number.

nancy grows some flowers in her garden.(Change Qi Shen which is a general question of doubtful filial piety) What is the quiet code nancy what any flowers in her garden?

Is this okay, thank you, thank you.

oknancy grows some flowers in her garden.Changed to a shed imitation of the question teaser and the sentence: does nancy grow any flowers in her garden?

Summary. The answer is cubic meters.

2 2 cubic meters.

The radius of the bottom surface of a cone is 2 meters, + height is +15+ meters, and its volume is how many cubic meters.

Answer: cubic meter 2 2 cubic meters.

Volume = r h3

Summary. Hello, happy to answer your questions. r=c2,,15(cm);

v cone = 1 3 r2h, 1 3, 1 3, cubic centimeters);

So the answer is: I hope it helps.

The circumference of a conical base is centimeters, the height is 25 centimeters, and its volume is how many cubic centimeters.

Hello to you, I'm glad to answer your questions. r=c2,,15(cm); v cone = 1 3 r2h, = 1 3 , = 1 3 , = cubic centimeters); So the answer is: I hope it helps.

Where does the number 152 come from?

Hello, it's 15 square, because it's inconvenient to type, I accidentally missed a symbol again, I'm very sorry.

The volume formula for the cone is $v = frac pi r 2 h$, where $r$ is the base radius, $h$ is the height, and $pi$ is the pi. Knowing that the volume of the cone is $ cubic centimeter and the radius of the base is $2$ centimeter, the height of the cone can be solved

frac pi times 2 2 times h$$$h = frac approx 4$$ Therefore, the height of the cone is about $4$ cm.

The surface area of the cone consists of the base area and the side area. The base area is the area of the circle, i.e., $a} = pi r 2$. The side area can be found by the Pythagorean theorem to find the oblique height:

The side area is $a} =pi r s$.

Therefore, the surface area of the nucleus of the cone is:

Thus, the surface reed volume of this cone is about $ square centimeter.

Because the cone volume = 1 3 the base area is high, so.

Height = Base area.

12 meters. A: The height is 12 meters.