Bunuel
If x is an integer, how many leading zeros (zeros to the right of the decimal point but before the first nonzero digit of a decimal) are in the decimal representation of 1/x?
(1) 90 < x < 101
(2) 96 < x < 99
If x takes values from 2 to 10, the decimal representation of 1/x will have no leading zeroes.
If x takes values from 11 to 100 (both inclusive), the decimal representation of 1/x will have 1 leading zero.
If x takes values from 101 to 1000 (both inclusive), the decimal representation of 1/x will have 2 leading zeroes and so on.
Statement 1: 90 < x < 101
x is a number from 11 to 100.
Therefore, 1/x will have 1 leading zero.
Statement 1 alone is sufficient.
Statement 2: 96 < x < 99
x is a number from 11 to 100.
Therefore, 1/x will have 1 leading zero.
Statement 2 alone is sufficient.
Each statement is independently sufficient.
Choice D.