Help Me Calculate How high SuperMan can Jump

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Homework Help Overview

The discussion revolves around a physics problem involving projectile motion, specifically calculating the height Superman can jump based on his initial velocity and angle of launch. The original poster has provided initial conditions, including Superman's mass and initial velocities in both the x and y directions.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • The original poster expresses confusion about how to determine the final velocity without knowing time or the final vertical velocity. They consider rearranging equations to solve for unknowns. Some participants suggest using the concept of vertical velocity at the peak of the jump being zero, while others mention using energy methods.

Discussion Status

Participants are exploring different approaches to the problem, with some guidance provided regarding the vertical velocity at the peak of the jump. The original poster acknowledges the hint but decides to focus on projectile motion rather than energy methods. There is no explicit consensus on a single approach yet.

Contextual Notes

The problem is framed within the context of a semester review, and the original poster is working under the constraints of homework rules that may limit the methods they can use.

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Homework Statement


This is a semester review. I am having trouble starting the second part of this question. It is well-know fact that Superman is "faster than a speeding bullet, more powerful than a locomotive, and able to leap tall buildings in a single bound." Assume his mass is 100kg.

The first part we are given his initial velocity as 181 m/s. That is one meter faster than a characteristic bullet. His jump takes off at a 86.9 degree angle. What are his initial velocities in the x and y direction. No trouble here.

V(xinitial)=1.26 m/s
V(yinitial)=180.99 m/s

The second part asks how tall of a building can he leap using the above data.

Homework Equations


Y=Yinitial)+V(yinitial)(time)+1/2Ay*(time^2)

V(yfinal)^2=V(yinitial)^2+Ay(X-Xinital)

V(yfinal)=V(yinitial)+Ay*Time

The Attempt at a Solution


I have his initial velocities in the x and y direction. I am confused on how to solve for a final velocity without knowing time or the final velocity in the y direction. I am thinking that since I have two unknowns I might have to rearrange and equation and substitute it into another one to solve for one unknown. Any help is greatly appreciated!
 
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Here's a hint: when superman is at the highest point in his jump, his vertical velocity (let's call this his "y velocity") is zero. (He starts with a positive y velocity, and if his y velocity were positive at the peak of his jump, he'd keep going up--so it wouldn't be the peak of his jump). So you can use V_y=0 for your final velocity. The horizontal or x velocity doesn't really matter in this problem, since it stays constant throughout. Honestly, including a small x velocity in this problem is probably just meant to confuse you.

However, I think there's an easier way to solve this problem. Use kinetic and potential energies.
 
Thanks for the hint. I had missed that key information. I have to solve this using projectile motion and not energy so thanks anyway. I'll post questions if I have anymore.
 
When the super man reaches the highest point of the building, his Vy(final) can be taken as zero.
 

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