whats the intersection of these vectors:
[math]
\vec{v_{1}} = \binom{\frac{1}{6} ((2(2y+((1/2)(1-(-1)^{x})))+3)3^{(x+2)}-3) }{y}+\gamma \binom{0}{1}
[/math]
[math]
\vec{v_{2}} = \binom{2x+1}{2y+1}+\alpha\binom{1}{0}
[/math]
?
>>8740241
no homework here you slut
>>8740244
Its not homework nigga I need it and forgot how to do it
its ok if someone tell me how to type it into wolfram alpha ist just want the result
define "intersection of vectors"
>>8740256
I think he means that those are supposed to be surfaces parametrized by x and y and he wants the intersection of the surfaces.
It looks fucking terrible and I wouldn't want to do it even if you paid me.
>>8740256
where they meet? kek what do you think
>>8740266
kek you couldnt even if you tried
>>8740271
no vectors 'meet' (unless you trivially consider a vector to 'meet' itself)
do you even know what vectors are? they're just elements of a set
you're question is very poorly defined
>>8740253
Why do you need it if it's not homework?
>>8740315
Im trying to do something obv what kind of stupid question is that
>>8740341
why dont you even make the question well-defined? what is x, y, alpha, gamma?
>>8740352
sry
[math]
x,y,\alpha ,\gamma \in N^{*}
[\math]
>>8740368
[math]
x,y,\alpha ,\gamma \in N^{*}
[/math]
got the \ wrong
anyone?
>>8740241
Can anybody then tell me what I just wrote there?
A vector is defined as p+t*v, my p has vaiables in it now some fag said its a parametric surface, I dont know why he thinks that. I dont even know what a parametric surface is but in the youtube videos explaining it t*v is missing so I dont know why he thinks that.
>>8740241
Need a sauce on the pic Jesus she's hot
>>8741680
I just googled "hot women"
>>8740241
Another way to state my Question is: Find C on this pic