Solve the problem.Use series to estimate the integral's value to within an error of magnitude less than 10-3.
A. 0.09758
B. 0.4816
C. 0.1974
D. 0.2845
Answer: C
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Solve the problem.Let D be the region bounded below by the cone 
and above by the sphere 
. Set up the triple integral in cylindrical coordinates that gives the volume of using the order of integration 
.
A. 
B. 
C. 
D. 
Find.Find the lengths marked on the following rule.
A. a) 
in. = 0.3 in.,
b) 1
in. = 1.5 in.,
c) 1
in. = 1.9 in.,
d) 1
in. = 1.15 in.,
e) 1
in. = 1.52 in.,
f) 
in. = 0.54 in.
B. a) 
in. = 0.03 in.,
b) 1
in. = 1.05 in.,
c) 1
in. = 1.7 in.,
d) 
in. = 0.15 in.,
e) 
in. = 0.52 in.,
f) 
in. = 0.58 in.
C. a) 
in. = 0.3 in.,
b) 1
in. = 1.5 in.,
c) 1
in. = 1.7 in.,
d) 
in. = 0.15 in.,
e) 
in. = 0.52 in.,
f) 1
in. = 1.56 in.
D. a) 
in. = 0.3 in.,
b) 1
in. = 1.5 in.,
c) 
in. = 0.7 in.,
d) 
in. = 0.15 in.,
e) 
in. = 0.54 in.,
f) 1
in. = 1.56 in.
Find the measure of the dihedral angle indicated.The figure shown is a right prism whose bases are regular octagons. Find the measure of the dihedral angle between each lateral face and a base.
A. 120° B. 135° C. 45° D. 90°
Sketch the angle in standard position.135° 
A. 
B. 