how can you find 3 times 584 using expanded form
If you're familiar with factoring and expanding brackets, just expand the expression to 3*(500+80+4). Then use distributive property and basic arithmetic to find the answer. The answer, by the way, is 1742.
we know that
\(584\) in expanded form is equal to
\(584=5*100+8*10+4*1\)
so
\(3*584\) is equal to
\(3*(5*100+8*10+4*1)=15*100+24*10+12*1\\ =1,500+240+12\\ =1,752\)
therefore
the answer is
\(1,752\)