Allusive problems

 28 June 02:40   

    = Allusive problems =

    Here consistently plan with multiplicative factors to acquisition something new in agreement of something old.

    Question: On Apple a man weighs 700 N. Now if the aforementioned man was anon beamed to the planet Zirgon, which has the

    same admeasurement as the Apple but alert the mass, what would he weigh?

    Answer:

    Step 1 :

    We alpha with the bearings on earth:

    W = mg = Gfracend

    |-

    | class=eqno align=RIGHT |

    (9.13)

    |}

    Step 2 :

    Now we accede the provje

    W_Z= mg_Z = Gfracend

    |-

    | class=eqno align=RIGHT |

    (9.14)

    |}

    but we understand that $m\_Z\; =\; 2m\_E$ and we understand that r_Z = r so we could

    write the blueprint afresh and acting these relationships in:

    Step 3 :

    end

    |-

    | class=eqno align=RIGHT |

    (9.15)

    |}

    Step 4 :

    end

    |-

    | class=eqno align=RIGHT |

    (9.16)

    |}

    )end

    |-

    | class=eqno align=RIGHT |

    (9.17)

    |}

    Step 5 :

    so on Zirgon he weighs 1400 N.

    Note:

    The apparent is taken to beggarly the billow acme of the gas giants (Jupiter, Saturn, Uranus and Neptune) in the aloft table.

    |}

    Question: On Apple a man weighs 70 kg. On the planet Beeble how abundant will he counterbalance if Beeble has accumulation bisected of that of the Apple and a ambit one division that of the earth.

    Answer:

    Step 1 :

    We alpha with the bearings on earth:

    W = mg = Gfracend

    |-

    | class=eqno align=RIGHT |

    (9.19)

    |}

    Step 2 :

    Now we accede the provje

    W_B= mg_B = Gfracend

    |-

    | class=eqno align=RIGHT |

    (9.20)

    |}

    but we understand that $m\_Z\; =\; fracm\_E$ and we understand that $r\_Z\; =\; fracr$ so we could address the blueprint afresh and acting these relationships in:

    Step 3 :

    W_Z= mg_Z = Gfracend

    |-

    | class=eqno align=RIGHT |

    (9.21)

    |}

    Step 4 :

    W_Z= mg_Z = Gfracend

    |-

    | class=eqno align=RIGHT |

    (9.22)

    |}

    W_Z= 8( Gfrac)end

    |-

    | class=eqno align=RIGHT |

    (9.23)

    |}

    Step 5 :

    

    But although the man exerts 8 times as abundant force due to gravity, he still weighs 70 kg on Beeble!