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) PropielIS 1.9 For each of the systems of forces acting at a point in Figure 4.21, determine the magnitude and direction of the resultant by constructing polygons of forces. 44 kN 10 kN 6 kN 5 kN 10 kN 150 N 150 N 60° 30 45 30 30 45° 300 N 16 kN '6 kN 20 kN (a) (b) (c) 1000 N 6 KN 4 kN 500 N 30 20 60° 30 30 90° 433 N 50 1 kN (d) (e) 3 kN 750 N

) PropielIS 1.9 For each of the systems of forces acting at a point in Figure 4.21, determine the magnitude and direction of the resultant by constructing polygons of forces. 44 kN 10 kN 6 kN 5 kN 10 kN 150 N 150 N 60° 30 45 30 30 45° 300 N 16 kN '6 kN 20 kN (a) (b) (c) 1000 N 6 KN 4 kN 500 N 30 20 60° 30 30 90° 433 N 50 1 kN (d) (e) 3 kN 750 N

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KJ PropieiIS 1.9 For each of the systems of forces acting at a point in Figure 4.21, determine the magnitude and direction of the resultant by constructing polygons of forces. 4 kN 10 kN 6 kN 5 kN 10 kN 150 N 150 N 45° 30° 60° 30° 30° [45° 300 N 16 kN 1 6 KN 20 kN (b) (c) 1000 N 6 kN 4 kN 500 N 30° 20° 30 90° 433 N 30° 60° 50° 1 kN (d) (e) 3 kN 750 N If you don't know all parts just skip for other need complete solution with all parts .
Transcribed Image Text:KJ PropieiIS 1.9 For each of the systems of forces acting at a point in Figure 4.21, determine the magnitude and direction of the resultant by constructing polygons of forces. 4 kN 10 kN 6 kN 5 kN 10 kN 150 N 150 N 45° 30° 60° 30° 30° [45° 300 N 16 kN 1 6 KN 20 kN (b) (c) 1000 N 6 kN 4 kN 500 N 30° 20° 30 90° 433 N 30° 60° 50° 1 kN (d) (e) 3 kN 750 N If you don't know all parts just skip for other need complete solution with all parts .
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