Consider the circuit shown in the figure below, where $R = 8.40 \, \Omega$ and $\Delta V = 13.0 \, V$. (Due to the nature of this problem, do not use rounded intermediate values-including answers submitted in WebAssign-in your calculations.)
(a) Find the equivalent resistance (in $\Omega$) of the circuit in the figure above.
(b) Find each current (in A) indicated in the figure above.
$I_1 = \text{____ A}$
$I_2 = \text{____ A}$
$I_3 = \text{____ A}$
$I_4 = \text{____ A}$
$I_5 = \text{____ A}$
(c) Find the potential difference (in V) across each resistor.
$\Delta V_{ac} = \text{____ V}$
$\Delta V_{ce} = \text{____ V}$
$\Delta V_{cd} = \text{____ V}$
$\Delta V_{ed} = \text{____ V}$
$\Delta V_{df} = \text{____ V}$
$\Delta V_{db} = \text{____ V}$
(d) Find the power (in W) delivered to each resistor.
$P_{ac} = \text{____ W}$
$P_{ce} = \text{____ W}$
$P_{cd} = \text{____ W}$
$P_{ed} = \text{____ W}$
$P_{df} = \text{____ W}$
$P_{db} = \text{____ W}$
