Check the bi$-$section algorithm: which $xxxxxx$ would complete the function?

def bisection$(f,x0,x3,$ tol$)$:

iteration $=1$

condition$=$True

while condition:

$x2=\frac{x0+x3}{2}$

print$("$Iteration $=$@$d,x2=$@$0\mathrm{.}5f$ and $f(x2)=$@$0\mathrm{.}5f\%($iteration$,$

if $f(x0)**f(x2)<mn\; id="EditorElement\_384871">0</mn>$ :

# Statement$-1$

else:

# Statement$-2$

iteration$=$iteration$+1$

condition $\frac{?}{a}=bs(f(x2))>$ tol

print$("$

Final root is: $0\mathrm{.}8f\%2$

a$.$ Statement$-1$: $x3=x2$ and statement$-2$: $x0=x2$

b$.$ Statement$-1$: $x2=x3$ and statement$-2$: $x2=x0$

c$.$ Statement$-1$: $x0=x3$ and statement$-2$: $x3=x2$

d$.$ Statement$-1$: $x3=x2$ and statement $-2$:$x2=x3$