Simple Six

the second number is not needed . how many sixes are in the first number? 8. so you put eight fours and eight twos to get 4444444422222222, that is the correct answer. it is a simple trick you know?

n(6)*(n-1)(6)(7) = n(4)n(2)

consider the formula! ....you know,

In this pattern we notice that the number of times $6$ is repeated, that number of times $4's$ and $2's$ are written.

In the question given to evaluate there are $8$ 6's before the multiplication sign.

Thus the answer is: $66,666,666 \times 66,666,667 = \boxed{4,444,444,422,222,222}$

The number of algarisms of the first factor will be the same number of algarisms, but 4. And the number of the second factor will be the number of algarisms, but 2. 66666666 (first factor - 8 algarisms = 44444444) x 66666667 (second factor - 8 algarisms = 22222222) Then, 4444444422222222

that is very simple first look at the no. of 6 on right side of multipication sign because of that in equal to right side no. of 2 is increasing by 1 more then 6 and same for 4 no. 4 is same increasing as no. of 6 increasing on the left side of multipication sign in same as 6 increasing

With given trend first set has eight times 6 and in second set 7 times 6 and then7 so answer is 4444444422222222 K.K.GARg,INDIA