QUESTION 2
Consider vector A, which has a magnitude A = 119.3 ± 0.05 N and direction given by the angle θ = 112° ± 1º. Calculate Ax, the x-component of the vector A. Refer to the equations in the lab manual and don't forget that angles should be in radians.
135.18 |
-19.74 |
-224.01 |
-44.69 |
-21.25 |
209.6 |
-18.86 |
142.2 |
-139.09 |
-114.32 |
QUESTION 3
Consider vector A, which has a magnitude A = 281.8 ± 0.05 N and direction given by the angle θ = 125° ± 1º. Calculate Ay, the y-component of the vector A. Refer to the equations in the lab manual and don't forget that angles should be in radians.
-17.77 |
176.6 |
-98.3 |
95.37 |
-97.69 |
215.63 |
230.84 |
-256.77 |
27.49 |
125.31 |
in question 2
A=119.3 (neglect the error as errors are not present in solution , which are comparably low)
angle θ = 112o (neglect the error as errors are not present in solution , which are comparably low)
angle θ =1.9547 rad
x component of A is given by ; Acosθ = 119.3cosθ = -44.69N
in question 3
A=281.8 (neglect the error as errors are not present in solution , which are comparably low)
angle θ = 125o (neglect the error as errors are not present in solution , which are comparably low)
angle θ =2.181 rad
y component of A is given by ; Asinθ = 281.8sinθ = 230.84N
QUESTION 2 Consider vector A, which has a magnitude A = 119.3 ± 0.05 N and...
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