To divide #3079.48# by #66.8#, let us first put them as fractions
#3079.48-:66.8=307948/100-:668/10=307948/100xx10/668#
and as #668# and #307948# are divisible by #4#, above is equal to
= #(76987cancel(307948))/(10cancel(100))xx(1cancel(10))/(167cancel(668))#
Although #167# is prime (as it is not divisible by any prime number up to #11#, the prime number just before square root of #167#), number #76987# is divisible by #167# as #76987=167xx461#
Hence #3079.48-:66.8=76987/10xx1/167#
= #(461cancel(76987))/10xx1/(1cancel(167))=461/10=46.1#