Question

ANSWER = BRAINLIEST

PLEAASSEE

Answer 1

1) Mass won't change ($59$ kg).

2) $W_{TM}=mg_{_{TM}}\medskip\\m=\dfrac{W_{TM}}{g_{_{TM}}}\medskip\\W_{E}=mg_{_E}=W_{TM}\dfrac{g_{_E}}{g_{_{TM}}}=20\times \dfrac{9.08}{1.62}\approx 112.0988$

3) $W_{TM}=mg_{_{TM}}=100\times 1.62=162$

4) $mg_{_{object}}=G\dfrac{M_{object}m}{r^2}\medskip\\g_{_{object}}=G\dfrac{M_{object}}{r^2}$

As $G$ and $r$ are constants, $g_{_{object}}\propto M_{object}$. In other words, the more massive the object is, the bigger its gravitational acceleration (obviously, the lighter the object is, the lesser its gravitational acceleration)

Answer 2

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