How should I calculate the distance D with two different motions?

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Homework Help Overview

The discussion revolves around calculating the distance D in a scenario involving two different motions: the motion of a boat and the projectile motion of an object. Participants are examining how to properly account for the displacements involved in these motions.

Discussion Character

  • Assumption checking, Problem interpretation, Mixed

Approaches and Questions Raised

  • The original poster attempts to understand why their method of subtracting the boat's displacement from the projectile's range differs from the suggested approach of adding them together. They express confusion regarding the direction of the boat's motion and its impact on the distance D.

Discussion Status

Participants are engaged in clarifying the reasoning behind the calculations. Some have pointed out the importance of handling signs correctly in the context of the problem. There is an acknowledgment of potential misunderstandings regarding the timing of the measurements for distance D.

Contextual Notes

There appears to be confusion about the timing of when distance D is measured, with some participants noting that their interpretations may differ based on when the projectile is thrown versus when it lands.

simphys
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Homework Statement
An important piece of landing equipment must be thrown to
a ship, which is moving at 45.0 cm>s, before the ship can dock. This
equipment is thrown at 15.0 m>s at 60.0° above the horizontal from the
top of a tower at the edge of the water, 8.75 m above the ship’s deck
(Fig. P3.54). For this equipment to land at the front of the ship, at what
distance D from the dock should the ship be when the equipment is
thrown? Ignore air resistance
Relevant Equations
kinematic equations
pic.png


My question is this:
So in my solution, to get D I *substracted* the displacement of the boat within the same time interfval of the projectile motion from the range of the projectile motion. whilst in the solutions it says that I need to *add* them together.
Question: Why do I need to add them as the boat is going in the opposition direction, and from my reasoning I would think that the distance D would become smaller this way.
 

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edit: forgot the solution
 
simphys said:
So in my solution
I don't see no solution ?
Please post your work...

Anyway, if you deal with the signs properly, this shouldn't be a problem...

##\ ##
 
BvU said:
I don't see no solution ?
Please post your work...

Anyway, if you deal with the signs properly, this shouldn't be a problem...

##\ ##
I have ?
 
Oh gosh my apologies... wow I just find out at that it is says the distance D from the time when the equipment is thrown... mine was at the end of the thrown then..

My apologies for posting!
 
simphys said:
I have ?
Yes, after I posted :biggrin:

[edit] can hardly decipher it anyway ...
 
BvU said:
Yes, after I posted :biggrin:

[edit] can hardly decipher it anyway ...
Yeah my apologies :) I needed to quickly switch to the phone to post the pic afterwards. But for some reason it always pixelates my picture lol, they look crisp and clear when I look at it on the camera roll, strangeee
 
Miraculous camera if it can clarify those scribbles o0)
 

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