Calculating height in free falling problems

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Homework Help Overview

The problem involves a student throwing a stone vertically upwards from a cliff and calculating the time to reach maximum height and the height of the cliff itself. The context is within the subject area of kinematics, specifically free fall and projectile motion.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the direction of velocity and acceleration, questioning how these affect the displacement of the stone. There is also an attempt to apply the kinematic equation for displacement, with some participants expressing confusion about the application of the information provided.

Discussion Status

The discussion is ongoing, with participants exploring the implications of sign conventions and identifying potential errors in the initial attempts at calculations. Some guidance has been offered regarding the correct interpretation of terms in the equations.

Contextual Notes

There is a mention of a signage error in the equation used for displacement, indicating that participants are critically examining the setup and calculations involved in the problem.

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Homework Statement


A student stands at the edge of a vertical cliff and throws a stone vertically upwards. The stone leaves the student's hand with a speed of v=8.0m/s, the acceleration of free fall is 10m/s2 and all distance measurements are taken from the point where the stone leaves the student's hand. Ignoring air resistance calculate the time taken by the stone to reach its maximum height.

The time between the stone's leaving Antionio's hand and hitting the sea is 3.0s. Determine the height of the cliff.

Homework Equations



unknown

The Attempt at a Solution


s= ut + 1/2at2
s= (8)(3) + 1/2(10)(3)2
s= 69

 
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If you take positive as up, then negative is down. Which way does vo (u) act? Which way does the acceleration act? Which way is the displacement of the stone to the sea? Don't forget part a.
 
i think i understand what your saying but i don't understand how to use the information to solve the problem
 
For the equation you wrote for displacement, you have a signage error in one of the terms on the right side of the equation. Can you spot it??
 

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