Question about Calculators

What does the 4cm refer to?

If it's the diameter, then obviouly the diameter is 4cm.

If it's the radius, the diamter is 8cm.

If it's the circumference, the diamter is 4/pi cm.

If it's the diameter, then obviouly the diameter is 4cm.

If it's the radius, the diamter is 8cm.

If it's the circumference, the diamter is 4/pi cm.

Oct 18, 2016 | Calculators

Here is the formula for the volume of a cone. Use it to calculate the volume yourself.

**Volume of cone =(1/3)(area of base)*(height)**

If the cone is a right circular one

**Volume =(1/3)(PI *radius^2)*(height)**=(1/3)*Pi*[(3.5)^2]*18.5

assuming that the radius and the height are expressed in the same units. The result (after you calculate it) will be in cubic units.

If the cone is a right circular one

assuming that the radius and the height are expressed in the same units. The result (after you calculate it) will be in cubic units.

Sep 30, 2014 | Calculators

Volume of right circular cone

V=(**Area of base)* height/3**=PI*(2.2^2)*(4.3)/3 cm^3

Finish the calculation.

V=(

Finish the calculation.

Jun 30, 2014 | Calculators

Volume of right cylinder is

V=(Area of base)*height.

If cylinder is circular Area of base =PI*radius^2=Pi*r^2

Volume is**V=Pi*(8^2)*6 cm^2**

Finish the calculation.

V=(Area of base)*height.

If cylinder is circular Area of base =PI*radius^2=Pi*r^2

Volume is

Finish the calculation.

Jun 28, 2014 | Calculators

Volume of right cylinder is

V=(Area of base)*height.

If cylinder is circular Area of base =PI*radius^2=Pi*r^2

Volume is**V=Pi*(8^2)*6 cm^2**

Finish the calculation.

V=(Area of base)*height.

If cylinder is circular Area of base =PI*radius^2=Pi*r^2

Volume is

Finish the calculation.

Jun 28, 2014 | Casio MS-80TE Calculator

Volume of a right circular cylinder of radius r and height h is

**V=PI*(r^2)*h**

Figure out which is the radius and which is the height, then plug in the formula above. Result is in cm^3

Figure out which is the radius and which is the height, then plug in the formula above. Result is in cm^3

Jun 26, 2014 | Calculators

The formula to find the volume of right prisms and right cylinders is

**Volume=(area of base)*height**

If the cylinder has a**circular base,** then the area of the base is PI*R^2

and the volume is Pi*(R^2)*H.

Here R is measure of the Radius, and H is the measure of the Height. R and H must be expressed in the same unit.

If the cylinder has a

and the volume is Pi*(R^2)*H.

Here R is measure of the Radius, and H is the measure of the Height. R and H must be expressed in the same unit.

Jan 26, 2014 | Texas Instruments TI-84 Plus Calculator

You calculate a volume. If all the lengths, radii, heights are in feet the resulting volume is in cubic feet.

Example: Right rectangular prism with L=5 ft, W= 3 ft, height =1.5 ft

Volume =(5 ft)*(3 ft)*(1.5 ft)= (5*3*1.5) (ft*ft*ft)=22.5 ft^3

Example: Right rectangular prism with L=5 ft, W= 3 ft, height =1.5 ft

Volume =(5 ft)*(3 ft)*(1.5 ft)= (5*3*1.5) (ft*ft*ft)=22.5 ft^3

Nov 19, 2013 | Calculators

The volume of a right circular cone is given by the formula

V_cone=(Area of base *height)/3

Since cone is circular , its base is a disk with a certain radius r. The formula becomes

I suggest you convert gallons to cubic feet or to cubic meters then put

V=Pi*(r^2)*h/3 where V is the value of volume after conversion.

If you choose the radius, then to isolate h,

If you choose the height, then to solve for r

r^2=(3V)/(Pi*h)

and

Now, it is your turn to carry out the rest of the calculation.

It will consist of the value of the radius, and the value of the height.

If the cone is not right circular, the situation becomes more complicated.

Sep 16, 2013 | Calculators

I am sorry to say it but your units do not make sense: Units of volumes and areas are mixed up.

Let us try to make sense of it.

If you have some container whose base is 3 square meters (not cubic meter sq) and it has a height of 3 inches you can calculate its volume in cubic meters or in cubic inches or cubic feet. To do so convert the height in inches into meters and multiply the area of the base by the height in meters and you will obtain the volume in cubic meters. To get the volume in cubic inches convert the area of the base to square inches and multiply by the height in inches.

However, even after you have expressed the volume in one unit or another (m^3 or in^3) you cannot find the mass of the substance contained (be it in tons, tonnes or kilograms): You need to know the substance and more specifically its density or its specific gravity).

Please, reformulate your question and specify the substance that fills or would fill the volume. Without that information, nothing doing.

Let us try to make sense of it.

If you have some container whose base is 3 square meters (not cubic meter sq) and it has a height of 3 inches you can calculate its volume in cubic meters or in cubic inches or cubic feet. To do so convert the height in inches into meters and multiply the area of the base by the height in meters and you will obtain the volume in cubic meters. To get the volume in cubic inches convert the area of the base to square inches and multiply by the height in inches.

However, even after you have expressed the volume in one unit or another (m^3 or in^3) you cannot find the mass of the substance contained (be it in tons, tonnes or kilograms): You need to know the substance and more specifically its density or its specific gravity).

Please, reformulate your question and specify the substance that fills or would fill the volume. Without that information, nothing doing.

Apr 08, 2011 | Calculators

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