Use the table to answer the question.
Planet Estimated Mass of Planet (1023 kg)
W 6.4
X 3.3
Y 59.7
Z 48.7
Assuming these planets were similar in radius, which planet would an object weigh the most?
(1 point)
Responses
on planet W
on planet W
on planet Y
on planet Y
on planet X
on planet X
on planet Z
The planet that an object would weigh the most on is planet Y.
To determine which planet an object would weigh the most on, we need to compare the masses of the planets. Looking at the table, we can see that the estimated masses of the planets are as follows:
Planet W: 6.4 x 10^23 kg
Planet X: 3.3 x 10^23 kg
Planet Y: 59.7 x 10^23 kg
Planet Z: 48.7 x 10^23 kg
Since the question states that the planets are similar in radius, we can assume that they have the same gravitational acceleration. The weight of an object is given by the product of its mass and the gravitational acceleration. As the gravitational acceleration is the same for all the planets, the object will weigh the most on the planet with the highest mass.
Comparing the masses, we can see that Planet Y has the highest mass of 59.7 x 10^23 kg. Therefore, an object would weigh the most on Planet Y.
To determine which planet an object would weigh the most on, we need to compare the estimated mass of each planet.
Given the table, we can see that planet W has an estimated mass of 6.4 x 10^23 kg, planet X has an estimated mass of 3.3 x 10^23 kg, planet Y has an estimated mass of 59.7 x 10^23 kg, and planet Z has an estimated mass of 48.7 x 10^23 kg.
Therefore, the planet where an object would weigh the most is planet Y, with an estimated mass of 59.7 x 10^23 kg. So, the correct answer is "on planet Y."