Question 1051340
First let's convert the mixed number {{{1&4/5}}} into an improper fraction



{{{1&4/5 = 1+4/5}}}



{{{1&4/5 = 5/5 + 4/5}}}



{{{1&4/5 = (5+4)/5}}}



{{{1&4/5 = 9/5}}}



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So we started with {{{1/5}}} (one-fifth) multiplied by {{{1&4/5}}} (one and four-fifths). That's equivalent to {{{1/5}}} times {{{9/5}}}



Let's multiply those two fractions



{{{1/5}}} times {{{9/5}}} = {{{(1/5)*(9/5) = (1*9)/(5*5) = 9/25}}}



So in the end, the final answer as a fraction is {{{9/25}}}