Question
calculate the magnitude and direction of the resultant of two vectors 5N and 7N inclined at an angle 30° to each other
Answers
bobpursley
Lets measure angles from the 7N vector.
R=7@0 + 5@30=7@0 + 5*cos30@O + 5Sin30@90
so figure each of those out, and combine the two at zero degrees.
magnitude:
sqrt((@zerosum)^2+(@90vector)^2)
direction:
arctheta [(@90vector)/(@0vector)]
Fr = 5[0o] + 7[30o].
X = 5 + 7*Cos30 = 11.1 N.
Y = 7*sin30 = 3.5 N.
Fr = X + Yi = 11.1 + 3.5i = 11.6N.[17.5o]. = Resultant force.
X = 5 + 7*Cos30 = 11.1 N.
Y = 7*sin30 = 3.5 N.
Fr = X + Yi = 11.1 + 3.5i = 11.6N.[17.5o]. = Resultant force.
Related Questions
Consider two vectors F~1 with magnitude 69 N inclined at 177◦ and F~2 with magnitude 58 N inclined a...
Two vectors p and q of magnitude 5 and 3 units respectively are inclined at an angle of 30o to each...
Two vectors p and q of magnitude 5 and 3 units respectively are inclined at an angle of 30o to each...
Two vectors P and Q of magnitude 5N and 3N respectively are inclined at an angle of 30 degree to eac...