Bluesky · Hashtag
#Vectors
32
posts · 30d
22
users
1
posts / day
1.5
posts / user
+ 767% vs last week
#Vectors is an active hashtag on Bluesky. In the last 30 days, 22 people shared 32 posts with it — around 1 a day. Activity is up 767% versus the previous week, peaking on Sep 19 with 13 posts.
#Vectors posts per day (last 30 days)
Related tags
Tags most often used together with #Vectors.
Posts with #Vectors
Finally got our grubby little mitts on an VecVox/VecVoice adaptor #retrogaming #vectrex #vectors #speech #synthesis
0 6 27
Eggbug (+Gubgge) 08
clastic-artistic.itch.io/eggbugforever
#heycohost #cohost #eggbugmybeloved #eggbuglives #eggbug #gubgge #gubggemybeloved #gubggelives #surfacepatterndesign #patterndesign #patterns #art #design #graphicdesign #vectors #green #turquoise #purple #blue #karaoke
0 7 24
Eggbug 07
clastic-artistic.itch.io/eggbugforever
#heycohost #cohost #eggbugmybeloved #eggbuglives #eggbug #surfacepatterndesign #patterndesign #patterns #art #design #graphicdesign #vectors #christmas #xmas #santa #red
0 4 19
0 3 17
Pokémon drawn like scribbles.
I will tabling at Artist Alley, 2917 at Sakura Con 2026!
Catalog will be coming tomorrow! :)
#pokemon #pokémon #psyduck #marill #noai #adobefresco #vectors #fanart #pokemonfanart
0 8 17
Meet Pleiades! Nebula's pet astral fox!
She enjoys her playtime, even at 3AM...
Nebula Vectors By: @artofsmw.bsky.social
Pleiades Vectors By: @roxymadn3ss.bsky.social
#MLP #Vectors #Shitpost #AstralFox
1 4 16
Ending up cleanly with the projection vector [-2/3, -4/3, 4/3] without touching inverse cosine once is proof you do not need messy trig. All it takes is the direct algebraic projection formula: dot the matching components of… #linearalgebra #vectors #studytips #funny #animation #tomfamily #SoviAI
0 0 1
That instinct to calculate theta with inverse cosine the second you see a projection problem will cost you precious minutes. Skipping theta entirely and taking the dot product (14 + 2 + 2 = 18) over the squared… #linearalgebra #vectorprojection #vectors #funny #animation #tomfamily #SoviAI
0 0 1
Seeing that theta symbol usually brings trigonometry dread, but bypassing the angle entirely to jump straight into the dot product feels like an instant win. Multiplying your matching components gives 4(2) + (-1)(2) + 3(-1) =… #linearalgebra #vectors #studytips #funny #animation #tomfamily #SoviAI
0 0 1
Ending up cleanly with the projection vector [-2/3, -4/3, 4/3] without touching inverse cosine once is proof you do not need messy trig. All it takes is the direct algebraic projection formula: dot the matching components of… #linearalgebra #vectors #studytips #funny #animation #tomfamily #SoviAI
0 0 1
That instinct to calculate theta with inverse cosine the second you see a projection problem will cost you precious minutes. Skipping theta entirely and taking the dot product (14 + 2 + 2 = 18) over the squared… #linearalgebra #vectorprojection #vectors #funny #animation #tomfamily #SoviAI
0 0 1
Seeing that theta symbol usually brings trigonometry dread, but bypassing the angle entirely to jump straight into the dot product feels like an instant win. Multiplying your matching components gives 4(2) + (-1)(2) + 3(-1) =… #linearalgebra #vectors #studytips #funny #animation #tomfamily #SoviAI
0 0 1
Landing on 2i + 4j - 4k took just seconds without ever finding theta. Rewinding the steps reveals why: computing the dot product gave 18, squaring the magnitude of vector b yielded 9, and dividing the two handed us an exact… #linearalgebra #vectors #calculus #funny #animation #tomfamily #SoviAI
0 0 0
The final column vector lands cleanly on [4, -4, 2] without calculating a single angle between vectors. Rewind the steps and the math simplifies fast: taking the algebraic dot product of u and v gives 18, while the squared… #linearalgebra #vectors #math #funny #animation #tomfamily #SoviAI
0 0 0
Hearing someone reach for inverse cosine to find theta before projecting vector u onto vector v is pure unnecessary torture. You do not need the angle between them at all. Instead, skip the trig and apply the direct… #linearalgebra #vectors #studytips #funny #animation #tomfamily #SoviAI
0 0 0
Instead of messing with inverse cosines to find theta, you can project vector u = [4, 6, -2] directly onto v = [2, 1, -2] in three clean steps. First, compute the dot product across matching entries: 4(2) + 6(1) + (-2)(-2)… #linearalgebra #vectors #studytips #funny #animation #tomfamily #SoviAI
0 0 1
Most students immediately reach for angles and inverse trig when they see vector u = [7, -1, 2] and v = [2, -2, 1], expecting a tedious geometric calculation. But skipping theta entirely and applying the dot product… #vectors #linearalgebra #studytips #funny #animation #tomfamily #SoviAI
0 0 1
Project vectors instantly without ever finding the angle between them! #Vectors #LinearAlgebra #Precalculus #ALevelMath #SoviAI
👉 mysovi.ai/apps/cheatsheet…
#SoviAI #Math #Learning #Education
0 0 0
Skip finding theta! Project vectors directly using scalar dot products. #Vectors #LinearAlgebra
👉 mysovi.ai/study?u=sct
#SoviAI #Math #Learning #Education
0 0 0
Vector projection shortcut without finding angle theta! Fast dot product calculation. #Vectors #ALevelMath #LinearAlgebra #SoviAI
👉 mysovi.ai/apps/assignment…
#SoviAI #Math #Learning #Education
0 0 0
Project vectors directly without finding theta! Use the dot-product scalar projection formula. #Vectors #ALevelMath #APPrecalc #LinearAlgebra #SoviAI
👉 mysovi.ai/video?u=sct
#SoviAI #Math #Learning #Education
0 0 0
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