Answer:
[tex] \frac{3x^3}{b^2} [/tex] + x
Explanation:
We will try to simplify the given expression into terms of ab and then substitute with ab = x as follows:
2a³b + a²b + ab
a² (2ab + ab) + ab
a² (3ab) + ab
a² (3x) + x
Since ab = x, therefore, a = x/b
Substitute with this in the above expression to get:
(x/b)²(3x) + x
[tex] \frac{3x^3}{b^2} [/tex] + x
Hope this helps :)
