A ship is traveling at 32 km/h in the South Atlantic, 30 degrees N of W, when it meets a wind with an average speed of 17 km/h moving in the direction of 20 degrees E. A ship passenger wishes to ascertain the ship's resulting velocity. Assist him by solving for the vector resultant using the component technique and filling in the spaces below.

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ISBN:9781305952300
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Chapter1: Units, Trigonometry. And Vectors
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A ship is traveling at 32 km/h in the South Atlantic, 30 degrees N of W, when it meets a wind with an average speed of 17 km/h moving in the direction of 20 degrees E. A ship passenger wishes to ascertain the ship's resulting velocity. Assist him by solving for the vector resultant using the component technique and filling in the spaces below.

1. Complete the table below.
X- component
y - component
Velocity
(4 decimal places)
(4 decimal places)
ship
32 km/h, 30°NofW
km/h
km/h
wind
17 km/h, 20°SofE
km/h
km/h
2. From the table above, the x- and y- components of the resultant velocity are
km/h and
km/h, respectively. (Answers are in 4 decimal
places.)
km/h,
o W of
3. The ship's resultant velocity is therefore,
. (Answers in 2 decimal places.)
Transcribed Image Text:1. Complete the table below. X- component y - component Velocity (4 decimal places) (4 decimal places) ship 32 km/h, 30°NofW km/h km/h wind 17 km/h, 20°SofE km/h km/h 2. From the table above, the x- and y- components of the resultant velocity are km/h and km/h, respectively. (Answers are in 4 decimal places.) km/h, o W of 3. The ship's resultant velocity is therefore, . (Answers in 2 decimal places.)
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