Why Am I Struggling with Projectile Motion Problems in Physics?

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The discussion centers on solving projectile motion problems, specifically involving a firefighter directing a hose and a rifle aimed at a target. The first problem requires calculating the height at which water hits a building, with the initial approach using a triangle being incorrect; the correct method involves using projectile motion equations. The second problem involves determining where a bullet strikes a target and the necessary angle to hit it, emphasizing the importance of understanding the parabolic trajectory of projectiles. Participants highlight the need to use kinematic equations to find time and vertical displacement accurately. Overall, mastering the equations of motion is crucial for solving these types of physics problems effectively.
HurricaneH
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Help:(

1) A firefighter, 50m away froma building, directs a hose at an angle of 30*, if the initial speed of the stream is 40m/s, what height does it hit the building?

i'm guessing i make a triangle and solve for h

tan30= h/50, solve for h, i get 28 m

...but it's not the right answer, what am i doing wrong?

2) A rifle is aimed horizontally at the center of a large target 200m away. The initial speed of the bullet is 500m/s. A) Where does the bullet strike the target? B) What angle above the line of sight should the rifle be to hit the target?

I don't know what equation to use:(
 
Physics news on Phys.org
1) Why do you think the water will flow as a STRAIGHT line??
It does not; it follows the parabola given by ordinary projectile motion
2)Similarly here
3)Don't double post
 
ugh, should have been obvious:(

so i would have to find t, using the equation X=Xxo+Voxt+1/2axt*2

50=40t + 4.9t^2

solve for t using the quadratic equation

then plug in t into Y=Yyo+ Voyt+1/2ayt^2

Yyo= o
Voy=20
a= 9.81
 
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