Find y in terms of x if dy/dx=x^6y^-5 and y(0)=6

Any help can't seem to get it

dy/dx = x^6y^-5
Separate the variables.
y^5dy = x^6dx
Integrate.
(1/6)y^6 = (1/7)x^7 + constant
When x=0, y=6 so the constant is 6^5, that's 7776.
(1/6)y^6 = (1/7)x^7 + 7776.
If you prefer, multiply by 42:
7y^6 = 6x^7 + 326592
or
y = { (6x^7+326592)/7 } ^ (1/6)

I hope this helps.

dy/dx=x^6y^-5
^
Here