What is the Component of the Plane's Velocity Perpendicular to the Ground?

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Homework Help Overview

The discussion revolves around a jet plane flying horizontally at a speed of 500 m/s over a hill with a 3.00% grade. Participants are trying to understand the implications of the grade and how it relates to the velocity component perpendicular to the ground.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants are exploring the meaning of a 3.00% grade and its relation to slope. There is a question about how to set up the problem and what is being asked regarding the velocity component.

Discussion Status

The discussion is currently focused on clarifying the definition of percent grade and ensuring that all necessary information, such as the units of speed, is included. Some participants are seeking to confirm the question being asked about the velocity component.

Contextual Notes

There is a mention of the need for clarity on the slope and how it affects the setup of the problem. The original poster's understanding of the grade is being questioned, and there is an emphasis on including units in the discussion.

viendong
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A jet plane is flying horizontally with a speed of 500 over a hill that slopes upward with a 3.00% grade (i.e., the "rise" is 3.00% of the "run").

Hi, i don't understand the part about 3.00% grade. Could someone please help me how to set up, Is that the slope or something?
 
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Percent grade is a way of expressing slope. If the rise is 3% of the run, what is the slope?

PS: don't forget to include all the units when you post a question; 500 what?
 
ah, it's 500 m/s
 
Now, what was the question?
 
it's asked for
What is the component of the plane's velocity perpendicular to the ground?
 

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