Introduction to Functions (2 of 2: Examples & Counter-Examples)

[@errante26]

Thanks. I was confused about this. Very good explanation.

[@gemsx2045]

at 5:29 could someone explain please why it only has one solution thanks

[@hypercent]

If you plug x = 1 or x = -1 into the equation x² + y² = 1, then in both cases y = 0 is the only value for y which satisfies the equation (since it simplifies to y² = 0). So here "one solution" is meant with a certain value for x already in mind, looking only for the corresponding y value(s).

[@apanapane]

Great video! Quick question. Can functions map to a higher dimensional output than the input is in? For instance is f(x) = {x^2, x^3} a function? It is one to one, but the codomain is of higher dimension than the domain.

[@senzomagagula7112]

hala from south africa

[@hash-tag8065]

Great!!

[@ilikemitchhedberg]

bro, do you even lift?

[@harry510]

Ben Aaron do u lift bro

[@madhavved2875]

He's gone lift you otta your uneducated ass