1)

 The range of an ammeter of resistance 'G' can be increased from 'l'  to 'nl'  by connecting


A) a series resistance of $\frac{G}{n+1}\Omega$

B) a shunt of $\frac{G}{n-1}\Omega$

C) a shunt of $\frac{G}{n+1}\Omega$

D) a series resistance of $\frac{G}{n-1}\Omega$

Answer:

Option B

Explanation:

 The range of an ammeter can be increased by connecting  a shunt or parallel resistance to it,

 whose value is given by 

$R=\left(\frac{l_{g}}{l-l_{g}}\right) G\Omega$  .......(i)

 To increase the range from l to nl , the current  passing through it is l= nlg

 Using this value in  Eq.(i), we get

$R=\left(\frac{l_{g}}{nl_{g}-l_{g}}\right) G$

 =  $\frac{G}{n-1}\Omega$