Question: Solve all and do the conclusion PHY (/4- Vectors - Graphical vs. Calculated Instructions Will a graphical analysis of a vector sum yield the same

Solve all and do the conclusion

Solve all and do the conclusion PHY (/4- Vectors - Graphical vs.

PHY (/4- Vectors - Graphical vs. Calculated Instructions Will a graphical analysis of a vector sum yield the same results as a trigonometric analysis? For each of the following four vector combinations first calculate the magnitude and direction of the resultant using trigonometry and then... compare the calculated values to those you get from a carefully drawn vector diagram on graph paper. -For the graphical analysis, use the 'head to tail' method. - Do each clearly and on separate pages if necessary. - Make the scale of your drawing clear and legible. Do both methods yield the same results? Does the sequence of the vectors in the ~head to tail method matter (or change the result)? Are they equal? Should they be? 1. 30 m/s @ 30 + 40 m/s @ 110 + 50 m/s @ 285 2. 55 m/s @ 45 + 55 m/s @ 135 + 55 m/s @ 270 3. 100 m/s @ 20+ 80 m/s @ 60 + 75 m/s @ 140 + 60 m/s @ 200 + 110 m/s @ 290 4. 900 ft/sec @ 15 + 1200 ft/sec @ 100 + 1100 ft/sec @ 200

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