Question

Find the product of the largest $3-$digit number and largest $4-$digit number using the distributive property.

Answer 1

Step1:- We know that:-

The largest $3$-digit number $=999$

The largest $4$-digit number $=9999$

Step 2:- Finding the product using distributive property:-

$999\times 9999$$=999\times (10000-1)$ $\because 9999=10000-1$

$=999\times 10000-999\times 1$

$=9990000-999$

$=9989001$

Hence, the product is $99,89,001$