[15] Obtain expressions for the position vectors with polar coordinates (a) 12.8m, 150°; (b) 3.3cm, 60°; (c) 22cm, 215°.

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Chapter2: Vectors
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Problem 38P: Suppose you walk 18.0 m straight west and then 25.0 m straight north. How far are you from your...
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[15] Obtain expressions for the position vectors with polar coordinates (a) 12.8m, 150°; (b)
3.3cm, 60°; (c) 22cm, 215°.
[16] Find the x and y components of the vector à and shown in Figure 1.1. Derive an
expression for the resultant vector i+B in unit vector notation.
y
Figure 1.1
[17] A vector à has a magnitude of 35 units and makes an angle of 37° with the positive x
axis. Describe (a) a vector B that is in the direction opposite à and is one fifth the size of å,
and (b) a vector é that when added to i will produce a vector twice as long as i pointing in
the negative y direction.
Transcribed Image Text:[15] Obtain expressions for the position vectors with polar coordinates (a) 12.8m, 150°; (b) 3.3cm, 60°; (c) 22cm, 215°. [16] Find the x and y components of the vector à and shown in Figure 1.1. Derive an expression for the resultant vector i+B in unit vector notation. y Figure 1.1 [17] A vector à has a magnitude of 35 units and makes an angle of 37° with the positive x axis. Describe (a) a vector B that is in the direction opposite à and is one fifth the size of å, and (b) a vector é that when added to i will produce a vector twice as long as i pointing in the negative y direction.
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