can you put this all in word as editable document?
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wnzobb
Engineering
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Solution: First find Ri= 3 + 1
R = 5002 + 20002 - (2)(500)(2000) cos 135º = 2380 lb
making an angle of
2000 sin 135
45° + sin
81.5°
2380
counterclockwise from the vertical). Next find Rg = R1 + F, which
is drawn in the top figure. Applying the law of cosines to the figure
yields
R2 = (2000)2 + (2380)2 – 2(2380) (2000) cos(21.5") = 898.2 lb
which makes an angle of
sin 21.5°
43.8°
8982
counterclockwise for ... Last, R=R2+1, which is drawn in the bottom
figure.
Apply the law of cosines to get
R- (1000)2 + (898. 2)2 – 2(1000) (898.2) cos 136.2° 1761 lb
which makes an angle of
1000 sin 136.2
43.8° - a = 43.8 - sin
20.5°
1761 lb
counterclockwise from the I axis.
0 = 180° – 81.5º – sin - (2000)
V
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