Chuck Norris Flavored "DIMENSIONS"
What is the only represented in the ZERO - Dimension?
What is
A point
The Volume Formula for this solid is
V=(1/3)pir^2h
What is
A CONE
The formula of a cylinder is
What is
V=pir^2h
The cross section of a cylinder parallel to the base is
What is a
CIRCLE
A line falls into which DIMENSION?
What is
the 1st Dimension
What shape would you rotate in order to create a solid cone?
What is a
TRIANGLE
What 2 DIMENSIONAL shape would you rotate to create a solid cylinder?
What is
a rectangle
The cross section of a cube, perpendicular to the base is
What is a
SQUARE
Give an example of something in the 2nd DIMENSION
What is
Triangle, Square, Quadrilaterals, Pentagon, Hexagon, Octagon, etc...
A cone has a height of 15 cm and a radius of 6 cm. The volume is ___________
What is
V = (1/3)pi(6)^2(15)
V = 180pi
V = 566.49 cm^3
The length of the rectangle is usually the __________ of the cylinder.
What is
the height
True or False, depending on how you make the cross section cut of a cube, it's possible to get an octagon.
What is
FALSE
(The maximum sided shape you can get from a cross section is the maximum amount of faces of the 3D solid... Cube / 6 faces = Hexagon)
A cylinder is in the 3rd DIMENSION because...
What is
It contains VOLUME (Space/Density)
The base of the rotated triangle is the __________ of the cone.
What is
the radius
A cylinder has a height of 20 cm and has a radius of 10 cm. The volume is
What is
V = pi(10)^2(20)
V=2000pi
V=6283.19 cm^3
What is the 3D solid you have when the parallel cross section is a pentagon, and the perpendicular cross section is a triangle?
What is a
PENTAGONAL PYRAMID
The primary way we represent a 2 DIMENSIONSAL Shape into a 3 DIMENSIONAL Solid is by doing this action...
What is
ROTATION
A cone on a construction site has a height of 12 feet and a diameter of 20 feet. The volume of this cone is
What is
V = (1/3)pi(10)^2(12)
V=(1/3)1200pi
V=400pi
V=1256.64 ft^3
NASCAR puts on an event called the Coca-Cola 600. The Coca-Cola company wants a large cylindrical Coke can located in the infield for display. How much Coke could fit in the can if its diameter were 40 ft and the height were 40 ft tall.
What is
V=pi(20)^2(40)
V=16000pi
V=50265.48ft^3
What is the 3D solid you have when the parallel cross section is an Octagon, and the perpendicular cross section is a rectangle?
What is
OCTAGONAL PRISM