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RealFunnyFungi

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Posts posted by RealFunnyFungi

  1. According to the principle of utility, we have to maximum the benefit of the greatest number of people. However, imagine a situation like that, a traditional city has a very special ritual that they need to leave a boy in a place with enough water and food for sometimes. No one is allowed to go in the place therefore the boy is completely isolated in the room. But , that will bring prosperity and wealth to the city. Now a boy is kept in the room.

    After a year the boy is dead, the mayor has found a qualified boy who is you to stay in the room. They then kidnap you to the room but luckily you now have a chance to escape. Will you do so?

     

    If the boy before is not dead, will you save him?

  2. Electric field lines kinda confuse me!!!

    Teacher told me that inside a conductor, the electric field is zero. But i wonder why?

    And also if it is zero inside the conductor then why are there still electric field lines outside a conductor?

  3. There is probability before you flip a coin, but not afterwards. Afterwards you have a measured result.

    however, you can use the result of a previous experiment to predict something about another future experiment. (For example, if you get 10/10 heads, you might make a suggestion that the coin is not a 50/50 chance coin).

    Does it imply that the randomness or i should say probability is eliminated after we finish flipping the coins?

  4. Hey guys. As we all know that if we flip a coin, the possibility/probability of getting a tail or head is 50%.

     

    Suppose a man is flipping the coin and record the results, say , 10 times.

     

    The probability of getting all heads or tails is 0.5^10 = 9.765625x10^-4 which means that the probability is extremely small.

     

    Now, if the man has a result of 10 heads. The experimental probability of getting heads = 10/10 = 1

     

    In that case, is there still any probability existing while we are flipping coins???

  5. I usually take 2(9+3) to mean (2(9+3)) and not 2 * (9+3) so I think that 48÷2(9+3) is asking for 48÷(2(9+3)) and the answer is 2. This is also the more logical answer given the context and the numbers.

     

    I think in general, oversights like this are avoided at all costs in literature and they generally constitute a mistake. It is usually pretty clear the intention and this isn't something you should dwell on; there are better uses for your time.

     

    lol

    How can you prove that 2(9+3) = (2(9+3))?

    I mean the bracket( 2(9+3) ) is added yourself. My primary teacher told me that brackets are at the first priority to solve and there is no rule of precedence of multiplication and division. That means after solving the brackets, we have

    48 ÷ 2(9+3)

    =48 ÷ 2 x 12

    =288

    and that's also quite reasonable , i guess.

    Well but my first answer is 2. Truely , i thought it is 2 but the ''288 guys'' still have their own reasons which can't be neglected.

  6. Two neutral metal spheres X n Y are placed in contact with each other on two insutating supports. A positively charged rod is brought close to X after Y is earthed with a conducting wire.

     

    I would like to ask how's the distribution of charges on the spheres.

     

     

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