What is the product of 2 power101 and 5
Power 99
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The answer is quite simple and it goes like this:
(2^101) *5^99 = ((2*5)^99) *4
Which gives us:
(10^99)*4
The power to which 10 is raised indicates the number of its zeroes. We'll have 99 zeroes+a 4 at the beggining, so a round 100 digits.
(2^101) *5^99 = ((2*5)^99) *4
Which gives us:
(10^99)*4
The power to which 10 is raised indicates the number of its zeroes. We'll have 99 zeroes+a 4 at the beggining, so a round 100 digits.
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