Solve 1005×231 using suitable property. Also, name the property.
Finding the value of 1005×231:
By using commutative property for multiplication,
a×b=b×a, we get
1005×231=231×1005, then
By using distributive property for addition,
a×b+a×c=a×(b+c), we get
231×1005=231×(1000+5)=231×1000+231×5=231000+1155=232155
Hence, the answer is 232155
Solve 90654×234-90654×134 using suitable property. Also, name the property.
Solve using suitable property: 397×77+397×45−397×22 Also state the property used.