Projectile Motion initial velocity

AI Thread Summary
The discussion focuses on calculating the x and y components of a particle's initial velocity of 12.0 m/s at an angle of 60 degrees above the negative x-axis. The x component, calculated using sine, is determined to be -10.392 m/s due to the direction being in the negative x-axis. The y component is found using cosine, resulting in 6 m/s. Participants clarify the correct use of sine and cosine for the respective components, emphasizing the importance of angle orientation in the calculations. Overall, the conversation highlights the correct methodology for resolving velocity components in projectile motion.
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Consider a particle with initial velocity v that has magnitude 12.0m/s and is directed 60.0 degrees above the negative x axis.

1.) What is the x component v_x of v(velocity)?

Express your answer in meters per second.

a.) v_x = ____

well i drew the picture where the negative x-axis was located, and did sin(60)*12 = 10.392, but since it's where the negative x-axis is, it'll be -10.392 right?

2.) What is the y component v_y of v(velocity)?
a.) v_y = ____

well i kinda did the same thing as for the first question, cos(60)*12 = 6m/s

are these two correct?
 
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With the angles reversed,they are... :wink: Pay attention at that triangle...


Daniel.
 
what do you mean by reversing the angles? so instead of 60, you mean i should use -60?
 
No,no.The "x" component needs to be gotten with a cosine and the "y" with a sine...Basically just reverse of what u did...

Daniel.
 
ah thanks for the help, i had my triangle label incorrectly by mistake
 
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