The cable supports a girder which weighs 850 lb/ft. Determine the tension in the cable at points A, B, and C. A) I IV are true (Il an III are wrong) 100 ft B) I| and II are true (l and IV are wrong) 40 ft 20 ft C) 1, II, II are true (only IV is wrong) y = FH Wodx)dx D) all of them are true At point B, take x=0 and y=0 (origin point). Find the function of the cable shape. A(x,,40), B(0,0), C(xc,20) x < 0, xc >0 F :horizontal component of tension force T: Tension force in the cable E) none of them are true y(x):cable shape function Which following ones are TRUE? I→T = cos II → T; = F III →T,>Tc >T; IV →T, = F#
The cable supports a girder which weighs 850 lb/ft. Determine the tension in the cable at points A, B, and C. A) I IV are true (Il an III are wrong) 100 ft B) I| and II are true (l and IV are wrong) 40 ft 20 ft C) 1, II, II are true (only IV is wrong) y = FH Wodx)dx D) all of them are true At point B, take x=0 and y=0 (origin point). Find the function of the cable shape. A(x,,40), B(0,0), C(xc,20) x < 0, xc >0 F :horizontal component of tension force T: Tension force in the cable E) none of them are true y(x):cable shape function Which following ones are TRUE? I→T = cos II → T; = F III →T,>Tc >T; IV →T, = F#
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:The cable supports a girder which weighs 850 lb/ft.
Determine the tension in the cable at points A, B, and C.
A) I IV are true (Il an III are wrong)
100 ft
B) Il| and II are true (I and IV are wrong)
40 ft
20 ft
В
C) I, II, II are true (only IV is wrong)
1
y =
FH
wodx)dx
D) all of them are true
At point B, take x-0 and y=0 (origin point). Find the function of the cable shape.
A(x,,40), B(0,0), C(xc,20)
* < 0, xc >0
F, :horizontal component of tension force
E) none of them are true
T: Tension force in the cable
y(x):cable shape function
Which following ones are TRUE?
F
cos e
II → T; = F;
III →T, > T. >T;
IV →T = F#
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