Two forces are pushing on an object, one at 12 lbs of force and one at 5.66 lbs of force. the angle between them is 35° (each is 72.5 from horizontal, such that the forces make a v with the object in the center). what is the total force on the object?
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DRAW THE DIAGRAM YOURSELF!
then complete the parallogram with the resultant as the diagonal. consider the triangle with sides 12 and 5.66 with the contained angle of 145°, with the longest side representing the resultant.
let that longest side be x
by cosine law
x^2 = 12^2 + 5.66^2 - 2(12)(5.66)cos 145°
then by solving you'll get,
x = 16.95... (total force on object)
then complete the parallogram with the resultant as the diagonal. consider the triangle with sides 12 and 5.66 with the contained angle of 145°, with the longest side representing the resultant.
let that longest side be x
by cosine law
x^2 = 12^2 + 5.66^2 - 2(12)(5.66)cos 145°
then by solving you'll get,
x = 16.95... (total force on object)
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