Evaluate the following limits: (a) lim(5x+1) as x->2, (b) lim(2x²+6x-2) as x->1, (c) lim((x²-1)/(x-1)) as x->1, (d) lim(6x-2) as x->1, (e) lim(2x²+x) as x->-2

Since $6x-2$ is a polynomial function, we can find the limit by direct substitution.

$$6(2) - 2$$

$$10$$

The limit is $\boxed{10}$.

Since $2x^2+x$ is a polynomial function, we can find the limit by direct substitution.

$$2(-2)^2 + (-2)$$

$$6$$

The limit is $\boxed{6}$.