PROBLEM 8.89 Multiviews (in.)
Part Name: Support
Material: Mild steel
2.00
1
.50
.50
.25 .25
1. 0
2.50
.25
2.00
4.50
.50
.75
2.00
.75
PROBLEM 8.90 Multiviews, circles, and arcs (in.)
Part Name: Chain Link
Material: SAE 4320
1.50
2X Ø.25 2X R.5
R1.00
.125
PROBLEM 8.91 Multiviews, circles, and arcs (in.)
Part Name: Pivot Bracket
Material: Cold rolled steel
2X Ø.55
R.80
1. 74
.58
.58
1.75
2.70
Ø.87
R
PROBLEM 8.92 Multiview arcs and circles (metric)
Part Name: Hinge Bracket
Material: Cast aluminum
59728_ch08_EOC_ptg01.indd 22 03/02/16 10:25 am
PROBLEM 8.93 Multiview circles and arcs (in.)
Part Name: Bearing Support
Material: SAE 1040
PROBLEM 8.94 Multiviews (metric)
Part Name: Gate Latch Base
Material: Aluminum
PROBLEM 8.95 Multiviews (in.)
Part Name: Mounting Bracket
Material: SAE 1020
All Fillets: R.13
PROBLEM 8.96 Multiviews (in.)
Part Name: Support Base
Material: SAE 1040
59728_ch08_EOC_ptg01.indd 23 03/02/16 10:25 am
PROBLEM 8.97 Multiviews (in.) removed view
Part Name: Draw Bar
Material: SAE 4320
Draw a front view, top view, and standard removed view using a
labeled viewing-plane line and correlated removed side view.
59728_ch08_EOC_ptg01.indd 24 03/02/16 10:25 am
PROBLEM 8.98 Multiviews (in.) removed view, arrow method
Part Name: Draw Bar
Material: SAE 4320
Using the same part shown in Problem 8.97, draw a front view,
top view, and removed view using the arrow method. Label the
viewing arrow and correlated removed side view.
59728_ch08_EOC_ptg01.indd 25 03/02/16 10:25 am
PROBLEM 8.99 Multiviews (in.) sheet metal part
Part Name: Bracket
Material: 11 gage (.1196 in.) SAE 1040 steel
The bend radius is equal to the thickness of the material.
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MATH PROBLEMS
Part 7: Problems 8.100 Through 8.110
Find the area for each of these figures:
PROBLEM 8.100
4’– 0″
3’– 0″
PROBLEM 8.101
PROBLEM 8.102
PROBLEM 8.103
PROBLEM 8.104
PROBLEM 8.105
PROBLEM 8.106 What is the weight of a steel plate in
the shape of a circle with a diameter of 109? The steel weighs
14 lb per ft2.
Find the volume of:
PROBLEM 8.107 A spherical holding tank 159 in diameter.
PROBLEM 8.108 A cylinder with a diameter of 109 and a
height of 49.
PROBLEM 8.109 A 79-high cone having a base with a radius
of 39.
PROBLEM 8.110 Calculate the volume that can be held with
the object in Problem 8.60.
59728_ch08_EOC_ptg01.indd 27 03/02/16 10:25 am
43
Chapter 8
Multiviews
Solutions to End-of-Chapter Problems
Part 1: Problems 8.1 Through 8.5
PROBLEM 8.1
PROBLEM 8.2
44
PROBLEM 8.3
PROBLEM 8.4
45
PROBLEM 8.5
Part 2: Problems 8.6 Through 8.45
PROBLEM 8.6 P R OBLEM 8.8
46
PROBLEM 8.7 PROBLEM 8.9
PROBLEM 8.10 PROBLEM 8.12
47
PROBLEM 8.11 PROBLEM 8.13
PROBLEM 8.14 PROBLEM 8.16
48
PROBLEM 8.15 PROBLEM 8.17
PROBLEM 8.18 PROBLEM 8.20
49
PROBLEM 8.19 PROBLEM 8.21
PROBLEM 8.22 PROBLEM 8.25
50
PROBLEM 8.23 PROBLEM 8.26
PROBLEM 8.24 PROBLEM 8.27
PROBLEM 8.28 PROBLEM 8.31
51
PROBLEM 8.29 PROBLEM 8.32
PROBLEM 8.30 PROBLEM 8.33
PROBLEM 8.34 PROBLEM 8.37
52
PROBLEM 8.35 PROBLEM 8.38
PROBLEM 8.36 PROBLEM 8.39
PROBLEM 8.40 PROBLEM 8.43
53
PROBLEM 8.41 PROBLEM 8.44
PROBLEM 8.42 PROBLEM 8.45
54
(Solutions Do Not Contain Border and Title Block)
Part 3: Problems 8.46 Through 8.52
PROBLEM 8.46
55
PROBLEM 8.47
56
PROBLEM 8.48