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2.1 Vector Addition by parallelogram law and triangle rule | Engineers Academy
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Vector mechanics for engineers by Beer and Johnston solution
Vector Addition by parallelogram law and triangle rule | Engineers Academy
Parallelogram Law:
Thus, the sum of two vectors P
and Q is obtained by attaching the two vectors to the same point A
and constructing a parallelogram, using P and Q as two sides of the
parallelogram . The diagonal that passes through A represents the sum of the vectors P and Q, and this sum is denoted by
P + Q.
2.1 Two forces are applied at point B of beam AB. Determine graphically the magnitude and direction of their resultant using (a) the
parallelogram law, (b) the triangle rule.
Vector Addition by parallelogram law and triangle rule | Engineers Academy
Parallelogram Law:
Thus, the sum of two vectors P
and Q is obtained by attaching the two vectors to the same point A
and constructing a parallelogram, using P and Q as two sides of the
parallelogram . The diagonal that passes through A represents the sum of the vectors P and Q, and this sum is denoted by
P + Q.
2.1 Two forces are applied at point B of beam AB. Determine graphically the magnitude and direction of their resultant using (a) the
parallelogram law, (b) the triangle rule.
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2.1 Vector Addition by parallelogram law and triangle rule | Engineers Academy
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