Let $\ell \le A \le u$ for constants $\ell$ and $u$, and impose linear constraints
\begin{align}
\ell (1-P) \le A - T &\le u (1-P) \tag1\\
\ell P \le T &\le u P \tag2
\end{align}
Constraint $(1)$ enforces $P=1 \implies T=A$.
Constraint $(2)$ enforces $P=0 \implies T = 0$.
Let $\ell \le A \le u$ for constants $\ell$ and $u$, and impose linear constraints \begin{align} \ell (1-P) \le A - T &\le u (1-P) \tag1\\ \ell P \le T &\le u P \tag2 \end{align} Constraint $(1)$ enforces $P=1 \implies T=A$. Constraint $(2)$ enforces $P=0 \implies T = 0$.