Prob. 1.4-10. For the beam shown in Fig. P1.4-10, determine: (a) the reactions at supports B and C, and (b) the internal resul- tants at section E, midway between the supports.
Prob. 1.4-10. For the beam shown in Fig. P1.4-10, determine: (a) the reactions at supports B and C, and (b) the internal resul- tants at section E, midway between the supports.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
Prob. 1.4-10 in picture please

Transcribed Image Text:4 kips
30⁰1
20 kN
1 kip/ft
A
--4 ft-
B
B
-3 ft-
P1.4-9
Prob. 1.4-10. For the beam shown in Fig. P1.4-10, determine:
(a) the reactions at supports B and C, and (b) the internal resul-
tants at section E, midway between the supports.
E
D
-3 ft-
P1.4-10
C
201C
2 kips/ft
20 kN/m
-4 m4m4m4 m
D
H
50 kN.m
Prob. 1.4-11. A log that weighs 3600 lb and is 30 ft long is being
hoisted by a cable that passes over two pulleys, as shown in
Fig. P1.4-11. In the position shown, the cable from the log to the
first pulley is vertical, and the log is inclined at an angle of 30°
to the ground. Assume that neither the ground nor the block at A
provides any moment restraint, and neglect the radial distance
from the center of the log to the two points of contact at A.
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