Question

An object of mass ‘m’ weighs 600N on the surface of earth. What would be its

mass and weight on the surface of the moon? (Given g=10m/s2

)​

Answer 1

Answer:

Weight= mg=600N

m= 600/10 = 60g

mass on moon= 60g

weight on moon= 60/6 = 10N

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Explanation:

mass always remain same

only weight canges

Answer 2

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$\large \tt \red{✦Answer✦}$

$\small \tt{Given,}$

$\small{ \tt{ \tt \implies \: Weight \: on \: earth = 600 \: Newton \: (n)}}$

$\small \tt{ \implies \: Let \: ( g ) \: = 10 m / s ^{2} \: on \: eath}$

$\small\tt{ \implies \: Mass \: on \: earth = \frac{600}{10} = 60 \: kg }$

$\small\tt{Now , \: Weight \: on \: moon \: = Mg}$

$\small \tt{ \implies \: Mass \: (m) = 60 \: Kg}$

$\tt{ \small{Gravitation (g) = due \: to \: gravity \: on moon \: = \frac{1}{6} th \: value \: of \: earth.}}$

$\tt \small{ \implies \: So, Weight \: on \: the \: moon \: = \frac{1}{6}th \: of \: the \: weight \: on \: earth. }$

$\tt \small{ \implies \: Weight \: on \: the \: moon = 600 \times \frac{1}{6} = 100 \: Newton \: (n) \: }$

$\tt \small{Hence \: , Mass = 60 \: kg \: \: and \: weight \: on \: the \: surface \: of \: moon =100\:N }$

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