A positive charge creates a positive electric potential around it.
The formula for the electric potential $V$ at point $P$
$$
V_P = k_e \sum_{i}{\frac{q_i}{r_i}}
$$
The change in potential energy is equal to the negative of the work done by the system. For a distance $d$ between two plates of opposite charge, with electric field $E$ flowing from one to the other, the work done is:
$$
U_b - U_a = -W
U_b - U_a = -qEd
$$
Electric potential $V$ is the electric potential energy $U$ per unit charge $q$. That is,
$$
V = \frac{U}{q}
$$
Voltage (unit: Volts $V$)
$$
\rm 1 ~ V = \frac{1 ~ J}{1 ~ C}
$$