Question

How 6 Becomes 100 . .?

$\leqslant \vdots\ddots \vdots \geqslant$
​

Answer 1

Yes, It will be .

Let us assume,

a = b

$\rm94a=94b \\ \rm(100-6)a=(100-6)b\\ \rm100a-6a=100b-6b \\\rm100a-100b=6a-6b \\ \rm100(a-b)=6(a-b)\\ \rm \red{100=6}$

Hence we got 100 = 6 . So, it's possible to do .

Answer 2

Answer:

100=6

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