The magnitude of vector A^rightarrow is 8.0 units, and it points in the +x direc
ID: 1528216 • Letter: T
Question
The magnitude of vector A^rightarrow is 8.0 units, and it points in the +x direction, while a second vector B^rightarrow points in the +y direction. If the vector A^rightarrow + B^rightarrow points 36 % counterclockwise from the +x direction, what is the magnitude of B^rightarrow? Draw a diagram of vector A^rightarrow, B^rightarrow, and their graphical vector sum. What do you notice about vector B^rightarrow as it relates to the components of A^rightarrow + B^rightarrow? units What is the magnitude of A^rightarrow + B^rightarrow? Draw a diagram of vectors A^rightarrow, B^rightarrow and their graphical vector sum. What do you notice about vectors A^rightarrow and B^rightarrow as they relate to the components of A^rightarrow + B^rightarrow? If you know the magnitude of A^rightarrow and B^rightarrow, how can you relate them to the magnitude of the vector sum? Units While in a park, you walk west for 32 m, then you walk 34.4 degree north of west for 44 m, and finally you walk due north for 25 m, Find the components of your final displacement from your initial to final point, along the north and west directions. Displacement component due north ____ m displacement component due west ____ mExplanation / Answer
a) tan 36 = B/8
B's magnitude = 5.8123
b) magnitude of A + B = sqroot ( 8^2 + 5.8123^2) = 9.888
c)
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