(b) Here, the resistance of 400$\ \Omega\ $and 10000$\ \Omega$ are in parallel, their effective resistance $R_{p}\ $will be
$R_{P} = \frac{400 \times 10,000}{400 + 10,000} = \frac{5000}{13}\Omega$
Total resistance of circuit
$= \frac{5000}{13} + 800 = \frac{15400}{13}\Omega$
Current in the circuit, $i = \frac{6}{15400/13} = \frac{39}{7700}A$
Potential difference across voltmeter=$iR_{P} = \frac{39}{7700} \times \frac{5000}{13}$
$= 1.95\ A$