Volume and Surface Area of Prisms/Cylinders
Volume and Surface Area of Other Solids
Solid Questions
Review 1
Review 2
100
Find the Volume:
24cm3
100
Find the Surface Area of the Sphere (Leave answer in exact form):
144pi m2
100
What is the shape of the cross-section?
Circle
100
Find the missing side length ?:
?=4cm
100
Find the measure of the arc BD if AD is a diameter:
mBD=140
200
Find the Volume:
7500in3
200
Find the Volume of the Cone (leave in exact form):
96pi m3
200
Determine the Shape of the Cross-Section:
Triangle
200
Find the missing side length (in exact form):
b=12sqrt(3)
200
Find x,y, and z:
x=82, y=98, z=87
300
Find the Surface Area:
756cm2
300
10cm
300
Find the volume of the solid generated by revolving the 2D shape about the y-axis (leave in exact form):
36pi units3
300
Find
mangleB
To nearest thousandths degree
mangleB=67.380
300
Find the arc length and area of sector of the non-highlighted sector and arc (leave in exact form):
A=7/3piyd^2
L=7/3piyd
400
Find the Volume and Surface Area of the Cylinder (Leave in Exact Form):
Volume=686pi in3
Surface Area= 294pi in2
400
Find the Surface Area (Leave in Exact Form):
128sqrt(5)+320 units^2
400
Solid B is a dilation by a scale factor of 4 from Solid A. If the volume of Solid A is 3ft3, what is the volume of Solid B?
192ft3
400
Solve the right triangle:
b=11.181
a=8.425
B=53
400
Determine if the following is true arc WX congruent to arc ZY, explain:
Triangles congruent so chord WX is congruent to chord ZY. Since the chords are congruent, the minor arcs are congruent.
500
Find the Volume of a Hexagonal Prism when the base has a radius of 6m and the height of the prism is 8m (Put in Approximate Form Rounded to Nearest Hundreths)
748.25m3
500
Find the Volume and Surface Area of the Cone:
n
V=96pi in3
SA= 96pi in2
500
What is the volume of the solid generated by
the line on the given domain, about the x-axis:
0<=x<=3
y=-1/3x+1
pi units3
500
Solve the Right Triangle (leave answers in approximate form to 3 decimal places):
PQ= 4.244
P=55.561
Q=34.439
500
Graph the Circle:
x^2+10x+y^2-4y-20=0
