The following function was written to evaluate the sine function of some value x by the

userselected order m of an infinite series approximation. Find the error in the code, correct the

code, and explain the purpose of each line $($including the format of the input and output$).$

def sincomparison$(x,m$ :

$i=1$

sin $=$ comparison value

ser $=0$

print $(\text{'}\frac{?}{?}$

$\text{'})$

print $(\text{'}$order

true value approximation

error $\{\frac{\text{:}}{?}$

${?}^{\text{'}})$

while $($True$)$

if $j>m$ : break

ser $=$ser$+(-1{)}^{{?}^{{?}^{?}}}(j-1)***x^{*****}\frac{2**j-1}{?}$ np$.$math.factorial $(2**j-1)$

er comparison value $-$ ser$)/$ comparison value $*100$

print$(\text{'}$$$3$f $$14\mathrm{.}10$f $$14\mathrm{.}10$f $$12\mathrm{.}8$f

$\text{'},$ i$,$tru,ser,er$)$

return