A conventional current $\backslash ($ I $\backslash )$ runs through a coil in the direction shown in the diagram. Initially the current in the coil is constant. A single loop of copper wire is near the coil. Both loop and coil are stationary.

In this initial state $($constant current in coil$),$ what is the direction of the magnetic field at the center of the copper loop, due to the current in the coil?

In this initial state, what is the direction of the electric field at location P inside the copper loop?

What is the direction of the electric field at location Q inside the copper loop?

Now the power supply is adjusted so the current in the coil increases with time.

Now, at the center of the copper loop, what is the direction of $\backslash (\backslash$frac$\{$d $\backslash$vec$\{$B$\}\}\{$d t$\}\backslash )?$

At the center of the copper loop, what is the direction of $\backslash (-\backslash$frac$\{$d $\backslash$vec$\{$B$\}\}\{$d t$\}\backslash )?$

What is the direction of the electric field at location $\backslash ($ P $\backslash )$ inside the copper wire?

What is the direction of the electric field at location $\backslash ($ Q $\backslash )$ inside the copper wire?