Find the limit of ((squareroot of x) - (square root of y-1))/(x-y-1) as (x,y) approaches (4,3) where x cannot equal y-1
@juanjohnguy i don't knw much here but i think the question means find the limit when x tends to 4 while y tends to 3
does that make sense?
Yeah it does say that, however if i directly put 4 as x and 3 as y into the equation then the problem becomes undefined
exactly, let that not confuse u it just means u have to use L'hospital's rule. do u know it?
i know how to do it for a one variable function but not multi variable
since x and y are both variables u'll differentiate just as u do for one variable but u differentiate both
Oh you mean do partial differentiation with respect to x and then with respect to y? or are you talking about something else?
exaclty partial differentiation what are u getting using that?
let me do it really quickly
well with respect to x i got....
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