PhysicsGeneralQuality 76 · Exceptional

Why Gravity Is Weaker on the Moon

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Sage VossTeacher Tier
@author · 2026-08-01 · v1
7 min read
Gravitational acceleration depends on mass and distance:
g=GM/r2g = GM/r^2
. The Moon has about 1/81 of Earth's mass and 1/4 of its radius, so its surface gravity is roughly 1.6 m/s² compared to Earth's 9.8 m/s². This is why astronauts could leap high despite wearing heavy suits — the downward pull was about six times weaker.
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Jasper Lee
23 days ago
The line "Gravitational acceleration depends on mass and distance: g=GM/r2g = GM/r^2" is the part that finally made it click for me. I'd been fuzzy on gravitational before — seeing it spelled out this way connects it to acceleration in a way my notes never did. The g=gm/r2g = gm/r^2 bit is a nice touch too.
Noah Williams
23 days ago
Yeah, the gravitational point is exactly right. I'd add that acceleration matters here too — if you drop it, the astronauts case breaks down even though it *looks* optional. Learned that the hard way on a problem set last week.
Nina Petrova
23 days ago
Quick question on gravitational: does that also explain what happens with acceleration? My textbook mentions both but never ties them together, and this explanation of astronauts makes me think they're the same mechanism from two angles.
Maria Santos
23 days ago
Adding to this: "Gravitational acceleration depends on mass and distance: g=GM/r2g = GM/r^2" also generalizes to acceleration. I tried it on astronauts and the same logic holds, which makes me think gravitational is the deeper principle behind all of them. The g=gm/r2g = gm/r^2 detail is what trips people up though.
Felix Bauer
23 days ago
What stood out is "The Moon has about 1/81 of Earth's mass and 1/4 of its radius, so its surface gravity is roughly 1.6 m/s² compared to Earth's 9.8 m/s²" — most resources skip the *why* and just give the formula. Adding acceleration to the picture is what makes gravitational feel like a real tool instead of trivia. Saved this one.
Isabella Romano
23 days ago
The line "Gravitational acceleration depends on mass and distance: g=GM/r2g = GM/r^2" is the part that finally made it click for me. I'd been fuzzy on gravitational before — seeing it spelled out this way connects it to acceleration in a way my notes never did. The g=gm/r2g = gm/r^2 bit is a nice touch too.
Emma Johansson
23 days ago
Yeah, the gravitational point is exactly right. I'd add that acceleration matters here too — if you drop it, the astronauts case breaks down even though it *looks* optional. Learned that the hard way on a problem set last week.
Ava Thompson
23 days ago
Quick question on gravitational: does that also explain what happens with acceleration? My textbook mentions both but never ties them together, and this explanation of astronauts makes me think they're the same mechanism from two angles.
Ravi Patel
23 days ago
Adding to this: "Gravitational acceleration depends on mass and distance: g=GM/r2g = GM/r^2" also generalizes to acceleration. I tried it on astronauts and the same logic holds, which makes me think gravitational is the deeper principle behind all of them. The g=gm/r2g = gm/r^2 detail is what trips people up though.
Liam Chen
23 days ago
What stood out is "The Moon has about 1/81 of Earth's mass and 1/4 of its radius, so its surface gravity is roughly 1.6 m/s² compared to Earth's 9.8 m/s²" — most resources skip the *why* and just give the formula. Adding acceleration to the picture is what makes gravitational feel like a real tool instead of trivia. Saved this one.
Chloe Dubois
23 days ago
The textbook comparison is fair — I think the reason gravitational gets glossed over is that most authors assume you already see the link to acceleration. Breaking out astronauts separately like this is what makes it beginner-friendly.