#side length 2, find shortest path from m to n

57 messages · Page 1 of 1 (latest)

marsh nexus
tepid quartzBOT
woeful seal
marsh nexus
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on the surface only

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original question was: what is the shortest path taken by an ant to reach point n from m?

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so we couldnt just take the straight diagonal

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im pretty sure we have to draw out the unfolded diagram of this, but i have no idea how

woeful seal
marsh nexus
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yes

woeful seal
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ok

woeful seal
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assuming it's 2d

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but since it's 3d you also need to account for the 2 heights

marsh nexus
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how do u find this length tho

woeful seal
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Pythagoras

oak basalt
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OP is the ans 3l root 2?
where l is the length of one side

oak basalt
# woeful seal how?

open the cubes and join M and N directly
the line joining it will be a digonal of a square of side 4l
so use pythagors to find the digonak and is 4l root 2
my bad I said 3l root 2

woeful seal
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I think the previous is correct 3l sqrt(2)

oak basalt
oak basalt
woeful seal
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if you open the cubes

oak basalt
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so 5l 🤣

woeful seal
oak basalt
broken badge
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i think you should open it to make it 2D and find the shortest distance

broken badge
marsh nexus
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side length is 2

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mentioned in title

oak basalt
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@slim ravine mind trying this ques?

slim ravine
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question is ambigious since we get that answer when we are forced to move along face diagonals of cube not just on surface.

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And my answer is has more min distance than anskey, 4+2root13 =11.21 and 4+2root2+2root5=11.30

woeful seal
woeful seal
woeful seal
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what is not allowed is cut through inside the boxes

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so your solution is acceptable

old dune
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i cant see any problem in my solution

fossil vapor
# old dune bruh

since it's 3 dimensional you should use pythagoras with x y and z

native dirge
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I was about to say that

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Wait isn't it 5?

native dirge
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NVM each cube is 2 long

old dune
native dirge
marsh nexus
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ye a

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travel on the surface