Part 2. Three Concurrent Forces (technically, mass) 1. Use the values listed on page 4 for this three concurrent force setup. Enter the actual mass for each slotted weight as measured on an electronic balance. Record in Table 7. Determine the Equilibrant (E) necessary to counter-balance these three forces and record in Table 7. Determine and record the experimental Resultant force (Rexp) from this E. Table 7. Three concurrent forces magnitude (g) A,275.1 150.1 589.4 5894 429.8 Force direction (°) f1 f2 f3 57° 152° I94° E Rexp U. Compute the vector components for f1, f2 and f3 and record in Table 8. Use these values to compute the vector components for the theoretical value of the Resultant force (Rheory). Table 8. Theoretical resultant force using vector analysis Force x-component y-component f1 f2 f3 Rheory

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Chapter1: Units, Trigonometry. And Vectors
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Part 2. Three Concurrent Forces (technically, mass)
1. Use the values listed on page 4 for this three concurrent force setup. Enter the actdar
mass for each slotted weight as measured on an electronic balance. Record in Table7.
Determine the Equilibrant (E) necessary to counter-balance these three forces and recora
in Table 7. Determine and record the experimental Resultant force (Rexp) from this E.
Table 7. Three concurrent forces
Force
magnitude (g)
direction (°)
275.1
f1
f2
f3
BO 150.1
5894
429.8
0°
57°
152°
I94°
589,4
E
Rexp
U. Compute the vector components for f1, f2 and f3 and record in Table 8. Use these
values to compute the vector components for the theoretical value of the Resultant
force (Rtheory).
Table 8. Theoretical resultant force using vector analysis
Force
X-component
y-component
f1
f2
f3
Reheory
5.Calculate the magnitude and direction of the theoretical resultant force (Rtheory) using
vector analysis and determine the % error between Rheory and Rexp. Record in Table 9.
Table 9. Resultant Force
Force
Rexp
Rtheory
% error
magnitude (g)
direction (°)
C. Use the geometrical method to determine the magnitude and direction of the
resultant force (Rtheory) by drawing a vector polygon.
Record your answer below and attach your vector polygon drawing with the scaling
factor you used to make the drawing.
Rtheory: magnitude (Rtheory)
direction (Otheory) =
Transcribed Image Text:Part 2. Three Concurrent Forces (technically, mass) 1. Use the values listed on page 4 for this three concurrent force setup. Enter the actdar mass for each slotted weight as measured on an electronic balance. Record in Table7. Determine the Equilibrant (E) necessary to counter-balance these three forces and recora in Table 7. Determine and record the experimental Resultant force (Rexp) from this E. Table 7. Three concurrent forces Force magnitude (g) direction (°) 275.1 f1 f2 f3 BO 150.1 5894 429.8 0° 57° 152° I94° 589,4 E Rexp U. Compute the vector components for f1, f2 and f3 and record in Table 8. Use these values to compute the vector components for the theoretical value of the Resultant force (Rtheory). Table 8. Theoretical resultant force using vector analysis Force X-component y-component f1 f2 f3 Reheory 5.Calculate the magnitude and direction of the theoretical resultant force (Rtheory) using vector analysis and determine the % error between Rheory and Rexp. Record in Table 9. Table 9. Resultant Force Force Rexp Rtheory % error magnitude (g) direction (°) C. Use the geometrical method to determine the magnitude and direction of the resultant force (Rtheory) by drawing a vector polygon. Record your answer below and attach your vector polygon drawing with the scaling factor you used to make the drawing. Rtheory: magnitude (Rtheory) direction (Otheory) =
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