101的3次方*100的3次方=?

问题描述:

101的3次方*100的3次方=?

101³×100³
=(100+1)³×100³
=(100³+3×100²+3×100+1³)100³
=100∧6+3x100∧5+3×100∧4+100³
=1000000000000+30000000000+300000000+1000000
=1030301000000