A cat spots a flower pot through the window

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Homework Help Overview

The problem involves a flowerpot that is observed by a cat as it moves past an open window. The flowerpot travels upward and then downward, remaining in view for a total of 0.50 seconds, with the window height measuring 2.00 meters. The objective is to determine how high above the window the flowerpot ascends.

Discussion Character

  • Exploratory, Problem interpretation, Assumption checking

Approaches and Questions Raised

  • Participants discuss the nature of the problem, identifying it as one of projectile motion rather than optics. There are questions about the initial conditions of the flowerpot's motion, including whether it was thrown or fell from a height. Some participants suggest various scenarios that could explain the flowerpot's upward motion.

Discussion Status

The discussion is ongoing, with participants exploring different interpretations of the problem setup. Some have offered insights into the kinematics involved, while others are questioning the assumptions made about how the flowerpot was launched. There is no explicit consensus on the initial conditions or the approach to solving the problem.

Contextual Notes

Participants note the lack of information regarding how the flowerpot was propelled into the air, and there are references to the need for assumptions about the scenario. The discussion also reflects a mix of serious inquiry and light-hearted commentary.

Akash47
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Homework Statement


A cat spots a flowerpot that sails first up and then down past an open window. The pot is in view for a total of 0.50 s, and the top-to-bottom height of the window is 2.00 m. How high above the window top does the flowerpot go?

2. Relevant equation
Not sure but the theory of refraction of light may work.

The Attempt at a Solution


I didn't understand the question at all.That's why I want to know what kind of question this is.And also what is it's solution process?
 
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Shorn of hyperbole and ornamentation, the question seems to be...

"A flowerpot is thrown upwards, passing by a 2m window both on the way up and back down. The total time taken passing the window (twice) is 0.5s . How high above the top of the window is the top of the object's travel ?"

This is a question of projectile motion; neither optics, nor animal behaviour.
 
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But there is no mention of throwing the flower pot.
 
One has to imagine that some unseen person perhaps another cat has thrown the flower pot upward or that the flower pot was on a bench and a cat jumped down on the bench catapulting the flower pot upward. There are innumerable scenarios where the flower pot can be launched into the air. However none of that matters once the pot is in motion. We also have to assume that this event occurred on the Earth as we know of no other planet where there are cats and flower pots.

Following the symmetry of the situation, if the pot goes up then the pot comes down. It will traverse the same window length in the same amount of time.

Given that you can you conclude?
 
Akash47 said:

Homework Statement


A cat spots a flowerpot that sails first up and then down past an open window. The pot is in view for a total of 0.50 s, and the top-to-bottom height of the window is 2.00 m. How high above the window top does the flowerpot go?

2. Relevant equation
Not sure but the theory of refraction of light may work.
I always use the "kinematics equations" when I run across problems like this.
Here are the ones I keep handy:

kinematics equations
d = vi * t + 1/2 * a * t^2
vf^2 = vi^2 + 2 * a * d
vf = vi + a * t
d = (vi + vf) / 2 * t

d: distance
a: acceleration
t: time
vi: initial velocity
vf: final velocity​

Put them in your toolbox!

The Attempt at a Solution


I didn't understand the question at all.That's why I want to know what kind of question this is.And also what is it's solution process?

I think others have adequately figured out the problem.
My solution process started with identifying the known variables: acceleration, distance, and time.

Then I rearranged the kinematics equations to put all of the unknown variables on one side.
Did a bunch of maths, and solved the problem.

jedishrfu said:
One has to imagine that some unseen person perhaps another cat has thrown the flower pot upward or that the flower pot was on a bench and a cat jumped down on the bench catapulting the flower pot upward.

In my scenario, a cat on the x floor of an apartment building knocked the flower pot off a banister.
The flower pot interacted with a trampoline at the bottom.
The cat in question, noticed the flower pot on its subsequent upward and downward travels.

ps. Fun problem!
 

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