Question 4(a)
Find the product using suitable properties:
738×103
738×103
103 can be split as (100 + 3) as calculations with 100 makes it easier and faster.
738×103=738×(100+3)
Now using the distributive property,
a×(b+c) = (a×b) + (a×c)
we can take 738 as common,
= (738×100)+(738×3)
= 73800+2214
= 73800+2214
= 76014