Venera 7, the first spacecraft to land on the planet Venus had a mass of $1180 k g$ . What would be the acceleration due to gravity of Venus if the spacecraft weighed around $10, 467 N$ on it?

9.8

m s^{2}

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8.8

m s^{2}

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4.4

m s^{2}

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4.9

m s^{2}

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Solution

The correct option is B $8.8$ $m s^{2}$
Given: Mass of the spacecraft: $m = 1180 k g$
Weight of the spacecraft on Venus: $W_{v} = 10, 467 N$
Weight of an object = Mass of the object $\times$ Acceleration due to gravity.
$⟹$ Acceleration due to gravity on Venus,
$g_{v} = \frac{W_{v}}{m} = \frac{10467 N}{1180 k g} = 8.87 m ‘ s^{- 2}$
$g_{v} \approx 8.8 m s^{- 2}$

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Venera 7, the first spacecraft to land on the planet Venus had a mass of 1180 kg. What would be the acceleration due to gravity of Venus if the spacecraft weighed around 10,467 N on it?

The correct option is B 8.8 m s2Given: Mass of the spacecraft: m=1180 kg Weight of the spacecraft on Venus: Wv=10,467 N Weight of an object = Mass of the object × Acceleration due to gravity. ⟹ Acceleration due to gravity on Venus, gv=Wvm=10467 N1180 kg=8.87 m‘s−2 gv≈8.8 m s−2

Venera 7, the first spacecraft to land on the planet Venus had a mass of $1180 k g$ . What would be the acceleration due to gravity of Venus if the spacecraft weighed around $10, 467 N$ on it?