x = 15 cos 62.9 = 6.833
y = 15 sin 62.9 = 13.35
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A vector has a magnitude of 15.0 units, and a direction of 62.90 above the positive...
A vector has a magnitude of 16.7 units, and a direction of 58.9 degrees above the positive x-axis. what are the values of the x and y components?
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A vector has a magnitude of 16.7 units, and a dir x Number ection of 58.99 above the positive x axis. What are the values of its x and y components? y Number
Given are three vectors. Vector
A
of magnitude 5.10 units is in a direction θ = 53.0°
above the positive x-axis. Vector
B
of magnitude 5.00 units is directed in the direction of the
positive y-axis. Vector
C
of magnitude 6.20 units is in a direction ϕ = 51.0°
clockwise from the negative y-axis.
Find the magnitude and direction of 2
A − B +
3C
magnitude
units
direction
° counterclockwise from the +x-axis
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Given are three vectors. Vector
Aof magnitude 5.30 units is in a direction θ =
36.0° above the positive x-axis. Vector
Bof magnitude 5.00 units is directed in the
direction of the positive y-axis. Vector
C of magnitude 5.80 units is in a direction ϕ =
37.0° clockwise from the negative y-axis.
Find the magnitude and direction of 2A −
B + 3C
magnitude
units
direction
° counterclockwise from the +x-axis
+y 10 16 0 +x 10 e
A vector A has a magnitude of 42.0m and points in a direction of 24.0 degrees above the positive x-axis. A second vector, B, has a magnitude of 72.0m and points in a direction 45.0 degrees below the positive x-axis. Using the components method, find the magnitude of the vector D=A-B.