Question

Ppl :] ..

Can you Plz Check My AnsWer (∩_∩)

Answer 1

The Question IS >>

FinD the tangent line of \[y ^{2} + xe ^{y} = 4- x \] at (2,0)

Answer 2

First differentiate the given equation to find dy/dx
Then use slope-point equation of a line

Answer 3

And i Got htis answer >>\[y=\frac{ (-1-e ^{y}) (x-2) }{2y+e ^{y} }\]

>_> '

Answer 4

\[y \prime =\frac{ -1-e ^{y} }{ 2y+e ^{y} }\]

Answer 5

In the denominator, its 2y + x(e^y)

Answer 6

aha .. :l

Answer 7

So, that is the slope...
Now find the equation of line

Answer 8

u know, you don't actually 'have to' find and isolate y' for this...

Answer 9

i did .. i found the equation for the tangent line =.=