#is dis right

23 messages · Page 1 of 1 (latest)

dull grove
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||OA = a
OB = b
OC = c
OD = d
PS = PA + AS = (c-b)/2
QR = QD + DR = (c-b)/2
PQ = PB + BQ = (d-a)/2
SR = SC + CR = (d-a)/2
Two pairs of parallel sides thus a parallelogram||

mystic kernel
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no

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answer i s 7

dull grove
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<@&791435371564892232> daddies

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fuck you liam

elder prawn
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sorry where have you gotten O from?😭

dull grove
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O like origin

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theyre position vectors

elder prawn
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yeah but where is O on the diagram

dull grove
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its not

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theyre position vectors

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O can be anywhere

elder prawn
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im a tad confused i thought the point of position vectors were that they were measured in i and j?

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like your reasoning to find two pairs of parallel sides makes complete sense otherwise

dull grove
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doesnt have to be i and j

elder prawn
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idk maybe that’s just the way i’ve been taught haha

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but in that case idk how to help, apologies

lofty island
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best approach is to take ln of the apex, then cube root the particle B as it accelerates towards the epicentre of the base and finishing off by integrating any right angles

dull grove
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Yeah I thought about that and I knew once I found the circumcentre of the triangle formed from particle B as it flies through the fourth dimension the rest is trivial however it may be hard to prove the trajectory of the particle assuming it is a bose-Einstein condensate

lofty island
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i mean

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it's a lot easier to prove using Big-O notation

dull grove
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That’s true if I just use l’hospitals then the Cauchy-Schwarz inequality I can prove it easily