Question

Using distributive law find the product of the largest digit 4 and the largest digit 6

Answer 1

Solution: We know that:

Largest 6 digit number $=999999$

Largest 4 digit number $=9999$$=(10000-1)$

Now the product of two numbers using distributive law is:

$999999(10000-1)$

$999999$ x $10000$-$999999$

9999990000 - 999999

9998990001

Answer 2

Step-by-step explanation:

using distributive law, find the product of the largest three-digit and the largest two-digit numbers