below. Vector A has magnitude A = Two vectors lying in the x-y plane are defined by their magnitudes and direction angles, as shown in the figure 1359 N and angle A = 85°, and vector B has magnitude B = 1033 N and angle 0 B = 45°. Using Cartesian components, determine the magnitude and direction angle of the following three vectors: (a) Sy= A + B (b) Ďv₁ = A - B (c) Ďv₂ = B - A Note: Express your answers for between 180° and 180° relative to the +x-axis. Ꮎ y 8₁ A X
below. Vector A has magnitude A = Two vectors lying in the x-y plane are defined by their magnitudes and direction angles, as shown in the figure 1359 N and angle A = 85°, and vector B has magnitude B = 1033 N and angle 0 B = 45°. Using Cartesian components, determine the magnitude and direction angle of the following three vectors: (a) Sy= A + B (b) Ďv₁ = A - B (c) Ďv₂ = B - A Note: Express your answers for between 180° and 180° relative to the +x-axis. Ꮎ y 8₁ A X
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please help me solve, use exact numbers no rounding
Transcribed Image Text:below. Vector A has magnitude A
=
Two vectors lying in the x-y plane are defined by their magnitudes and direction angles, as shown in the figure
1359 N and angle A = 85°, and vector B has magnitude B = 1033 N
and angle B = 45°. Using Cartesian components, determine the magnitude and direction angle of the
following three vectors:
(a) Sy = A + B
(b) Ďv₁ = A - B
(c) Ďv₂ = B - A
Note: Express your answers for between 180° and 180° relative to the +x-axis.
Sv
0 Sv
Dv₁
||
-
Dv₁
Dv2
DV²
=
1243.1
6.27
1478
-5.24
1979.33
-48.06
0₁
y
N
O
N
O
0₁
N
O
A
? X 0%
? X 0%
? X 0%
? x 0%
X 0%
? x 0%
X
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