Please answer the following question(s): 1. 30° 30° cm X² The vector OP shown in the figure has a length of 4.0 cm. Two sets of perpendicular axes, x-y and x'- y', are shown. Express OP in terms of its x and y components in each set of axes. cm X (a) Calculate the projections of OP along the x and y directions. Enter to 2 significant figures (OP)x= (OP),=

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Chapter3: Vectors
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Problem 3.16P: Vector has a magnitude of 35.0 units and points in the direction 325 counterclockwise from the...
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(b) Calculate the projections of OP along the x and y directions.
Enter to 2 significant figures
(OP)'
(OP), =
=
cm
cm
(c) Use the projections of OP along the x and y directions to calculate the magnitude of OP using
OP =√(OP)² + (OP₂)².
Enter to 2 significant figures
OP =
cm
cm
(d) Use the projections of OP along the x' and y' directions to calculate the magnitude of OP using
OP=√(OP)² + (OP)².
Enter to 2 significant figures
OP=
Transcribed Image Text:(b) Calculate the projections of OP along the x and y directions. Enter to 2 significant figures (OP)' (OP), = = cm cm (c) Use the projections of OP along the x and y directions to calculate the magnitude of OP using OP =√(OP)² + (OP₂)². Enter to 2 significant figures OP = cm cm (d) Use the projections of OP along the x' and y' directions to calculate the magnitude of OP using OP=√(OP)² + (OP)². Enter to 2 significant figures OP=
Please answer the following question(s):
1.
=
P
cm
30°
cm
30⁰
The vector OP shown in the figure has a length of 4.0 cm. Two sets of perpendicular axes, x-y and
x' - y', are shown. Express OP in terms of its x and y components in each set of axes.
X'
(a) Calculate the projections of OP along the x and y directions.
Enter to 2 significant figures
(OP)
(OP)y=
X
Transcribed Image Text:Please answer the following question(s): 1. = P cm 30° cm 30⁰ The vector OP shown in the figure has a length of 4.0 cm. Two sets of perpendicular axes, x-y and x' - y', are shown. Express OP in terms of its x and y components in each set of axes. X' (a) Calculate the projections of OP along the x and y directions. Enter to 2 significant figures (OP) (OP)y= X
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