. . .Planet Acceleration due to gravity ( msec^2) . .Mercury 3.6 . .Venus 8.9 . .Earth 9.8 . .Mars 3.8 . .Jupiter 26.0 . .Saturn 11.1 . .Uranus 10.7 . .Neptune 14.1 . . . .The chart above shows approximations of the acceleration due to gravity in meters per.second squared ( m ^2) for the eight planets in our solar system. The weight of an object on a given planet can be found by using the formula W=m g, where W is the weight of the object measured in newtons, m is the mass of the object measured in kilograms, and g is the acceleration due to gravity on the planet measured in m ^2
What is the weight, in newtons, of an object on Mercury with a mass of 90 kilograms?
Correct answer: D
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These items follow the pre-2016 paper SAT format and do not reflect the current digital SAT. Useful as a benchmark set, not as current test preparation.