Recent content by andorei

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    Solving for Distance of Pit: 2 Seconds & 332m/s

    @zj8651731 - Does this mean that the question itself is wrong?
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    Solving for Distance of Pit: 2 Seconds & 332m/s

    *Also assuming that the 2seconds is the time it took for the stone to fall to the bottom of the pit.
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    Solving for Distance of Pit: 2 Seconds & 332m/s

    Only the time is known. But using (at^2)/2, the answer is reasonable.
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    Solving for Distance of Pit: 2 Seconds & 332m/s

    Homework Statement A boy dropped a stone at a pit. A sound was heard 2 seconds later. What is the distance of the bottom of the pit? The Attempt at a Solution Given: Time - 2 Seconds Vsound - 332m/s 332m/s * 2s = 664meters. I think it is somewhat wrong. Maybe purely wrong. I...
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    What is the Force of Water on a Bathtub Plug?

    Multiply N by the area which cancels out both m^2 which then yields 7.84N as a result. Thank you so much TaxOnFear and LawrenceC. I have to sleep now, it's late night here in the Philippines. Thanks again.
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    What is the Force of Water on a Bathtub Plug?

    The choices that are given in the book is 7.38N 7.62N 7.75N 7.84N
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    What is the Force of Water on a Bathtub Plug?

    I'm totally aware of that. But I was only at the first two. With multiplying with the height the answer would be "7840N/m^2"
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    What is the Force of Water on a Bathtub Plug?

    How can that be, sir? Density * Gravity = 1.0x103kg/m3(9.81m/s2) = 9800N/m3 What made the cubic meter turn to a meter squared?
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    What is the Force of Water on a Bathtub Plug?

    density, gravity and height? Coz' height cancels out the m^3? Sorry for messing things up.
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    What is the Force of Water on a Bathtub Plug?

    Wait I found another formula, I think this one could be possible for solving the unknown. F=(density)(Area)(Height)(Gravity)
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    What is the Force of Water on a Bathtub Plug?

    By multiplying Area and Pressure.
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    What is the Force of Water on a Bathtub Plug?

    Hmm.. Formula for Pressure P=F/A , or Pascal's principle?
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    What is the Force of Water on a Bathtub Plug?

    Okayy fine. I get lost on what formula i should use.
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    What is the Force of Water on a Bathtub Plug?

    Homework Statement The plug in a bathtub is 10cm2 in area and is 0.8m below the surface of the water. What is the force of the water on the plug? Given Data: Area: 10cm^2 h: 0.8m too lazy to post attempts. sorry.
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