A load P is supported by two cables as shown. Write a computer program that can be used to determine the tension in each cable for any given value of P and for values of u ranging from 6 = B - 90 to 6, = 90 - a, using given increments AÐ. Use this program to determine for the following three sets of numerical values (a) the tension in each cable for values of 0 ranging from 6 to 0, (b) the value of u for which the tension in the two cables is as small as possible, (c) the corresponding value of the tension: (1) a = 35, ß = 75, P = 400 lb, A0= 5. (2) a = 50, ß = 30, P = 600 lb, A0= 10. (3) a = 40, ß = 60, P = 2500 lb, AO= 5.

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A load P is supported by two cables as shown. Write a computer program that can be used to
determine the tension in each cable for any given value of P and for values of u ranging from 0
= B - 90 to 0 = 90 - a, using given increments AO. Use this program to determine for the
%3D
following three sets of numerical values (a) the tension in each cable for values of 0 ranging
from 0 to 6, (b) the value of u for which the tension in the two cables is as small as possible, (c)
the corresponding value of the tension:
(1) a = 35, ß = 75, P= 400 lb, A0= 5.
(2) a = 50, ß = 30, P= 600 lb, A0= 10.
(3) a = 40, ß = 60, P = 2500 lb, A0= 5.
Transcribed Image Text:A load P is supported by two cables as shown. Write a computer program that can be used to determine the tension in each cable for any given value of P and for values of u ranging from 0 = B - 90 to 0 = 90 - a, using given increments AO. Use this program to determine for the %3D following three sets of numerical values (a) the tension in each cable for values of 0 ranging from 0 to 6, (b) the value of u for which the tension in the two cables is as small as possible, (c) the corresponding value of the tension: (1) a = 35, ß = 75, P= 400 lb, A0= 5. (2) a = 50, ß = 30, P= 600 lb, A0= 10. (3) a = 40, ß = 60, P = 2500 lb, A0= 5.
B
А
Ja
B
P
Transcribed Image Text:B А Ja B P
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