Solving for the Horizontal Component of Velocity in a Jetliner Moving at 390 m/s

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To find the horizontal component of a jetliner's velocity moving at 390 m/s with a vertical component of 37.4 m/s, the Pythagorean theorem is applicable. The equation involves calculating the square root of the sum of the squares of the total velocity and the vertical component. The correct approach is to isolate the horizontal component using the formula: horizontal velocity = √(total velocity² - vertical component²). The calculation results in a horizontal component of approximately 392 m/s. This confirms the use of Pythagoras in solving for the horizontal component of velocity.
shawonna23
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Hwk. Problem?

A jetliner is moving at a speed of 390 m/s. The vertical component of the plane's velocity is 37.4 m/s. Determine the magnitude of the horizontal component of the plane's velocity.

What equation would I use to solve this problem?
 
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Pythagoras
 
Yep, Pythagoras!
 
Am I on the right track...

Take square root of 390^2 + 37.4^2= 392 m/s
 
That looks like Pythagoras to me!
 
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