with respect to z, x, j,,,?Hi,
Please explain how Should I integrate this function
z'=\[\frac{1}{x}\left[ {\frac{{ - 2\, + 5z}}{{2 + z}}\, - \,z} \right]\]
Thanks.
with respect to z, x, j,,,?
I suspect it is wrt z. I would do the division (-2+5z)/(2+z). What have you tried????
with respect to z, x, j,,,?
I suspect it is wrt z. I would do the division (-2+5z)/(2+z). What have you tried????
Ah, z'=dz/dx. You need to tell us all this.I tried saperable method But I am stuck here
dz / dx = 1/x [-2 + 5z / 2 + z]
BUT here I am stuck, how I should simplify it to get integral ????
Separate and do the long division as mentioned before.There is an example related to this:
I am attaching. please explain how this step 4 is coming because there is no 3 and -4 in above expression ?
Separate and do the long division as mentioned before.