- Perform the following conversions:
- 1 cubic foot to cubic
inches.
- 1 cubic inch to cubic
centimeters.
- 1 cubic inch to cubic
millimeters.
- 1 cubic meter to cubic feet.
- Convert each of the following (to the indicated unit):
- 1 liter = __________ cubic
centimeters
- 5 gallons = __________
cubic inches
- 5 gallons ~
__________ cubic feet
- 1 cubic meter ~
__________ gallons
- A cube has sides which each measure 4 in.
Find the cube's:
a. Surface Area b.
Volume
- A rectangular box has dimensions (height, width, length)
measuring 18¾ cm × 12 cm
× 13 1/3
cm. Find the box's:
a. Surface Area b.
Volume
- A cylinder measures 50 7/16 in
high and it has a radius of 9 ft. Find the
cylinder's:
a. Surface Area b.
Volume
- A sphere has a diameter which measures 4.57 m.
Find the sphere's:
a. Surface Area b.
Volume
- A cone measures 12 in
in height and has a bottom radius of 5 in.
Find the cone's:
a. Surface Area b.
Volume
-
The triangular prism shown in the illustration, at right,
has a height of ¾ yd and a base whose
measure is ½ yd. If the prism is 4 yd
in length, find the prism's:
a. Surface Area
b. Volume
- For the triangular prism in the
illustration, at right, find its:
a. Surface Area
b. Volume
- For the
trapezoidal prism in
the illustration, at right, find
the prism's Volume.
- The composite object in the
illustration, at right, consists
of a two hemispheres which
are connected by a cylinder
inbetween. Find the object's:
a. Surface Area
b. Volume
- The composite object in the illustration, at
right, consists of a hemisphere connected
to the top of a cone. Find the object's:
a. Surface Area (in cm2)
b. Volume (in cm3)
-
The composite object in
the illustration, at right,
consists of 3 connected
polygonal-sided prisms.
What is the Volume of
the object? In gallons?
- If you double the radius of a sphere, by what factor
does each of the following change:
a. Surface Area b.
Volume
- If you triple the radius of a sphere, by what factor
does each of the following change:
a. Surface Area b.
Volume
|