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How many 100 digit positive number are there?
$$9 \times 10^{99}$$
$$9 \times 10^{100}$$
$$10100$$
$$11 \times 10^{98}$$
The given number has 100 digitsfirst digit can be any number other than 0 and so it has 9 values from 1 to 9All the other 99 digits can be from 0 to 9 i.e 10 valuestherefore 9*10*10....99 times=$$9*10^{99} $$
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