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Is The Shapes Of The Horizontal Cross-sections Of The Cylinder Below Are All Discs Of The Same Radius?
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Is shapes of the horizontal cross-sections of the cylinder below are all discs of the same radius?
True
Is the horizontal cross-sectional shapes of the cylinder below are all discs of the same radius?
yes. TrueType your answer here...
Name two 3 -D shapes that roll of a non -horizontal table?
cylinder and sphere
The shapes of the horizontal cross-sections of the cylinder below are all congruent.?
go f-bomb y
How many 2d shapes does a cylinder have?
the cylinder has 2 2d shapes: the 2 circles on the end
The horizontal cross-sectional shapes of the cylinder below are all discs of the same radius?
True!
Are The Shapes Of The Horizontal Cross-sections Of The Cylinder Below Are All Discs Of The Same Radius.?
True
Is shapes of the horizontal cross-sections of the cylinder below are all discs of the same radius?
True
Is the horizontal cross-sectional shapes of the cylinder below are all discs of the same radius?
yes. TrueType your answer here...
Name two 3 -D shapes that roll of a non -horizontal table?
cylinder and sphere
The horizontal cross sectional shapes of the cylinder below are not all congruent?
go f-bomb y
The shapes of the horizontal cross-sections of the cylinder below are all congruent.?
go f-bomb y
The horizontal cross-sectional shapes of the cylinder below are not all congruent?
True
The horizontal cross sectional shapes of the cone below are all congruent?
false
True or false the horizontal cross-sectional shapes of a cylinder are all congruent except for the vertex?
True to a certain extent but false inasmuch that a cylinder has no vertex.
If you know level of fluid in horizontal cylinder how calculate fluid volume?
The volume of a cylinder (with a radius of r and a length L ) in the horizontal position filled to a depth (d) can be calculated with the following formula:L((r2)*(arcos((r-d)/r)) - (r-d)*sqrt(2rd-d2))Note: Calculator must be set to work in radians as opposed to degrees
How do you find the volume of a prism and a cylinder?
Volume of a cylinder is easy: Vol= [(pi) x radius^2] x height of cylinder] Where Pi= 3.1416 approx and radius = 1/2 of cylinder diameter The volume of a prism is complicated because it depends on the type of prism. for a regular shape prism the formula is : Vol = (area of base) x height If the prism is a "union" of differents shapes, you have to split the prism in smaller/single/easy shapes and calculate the volumes individually and then add the resulting volumes
