Is this statement always true, sometimes true, or always false.
X.99.... = X.9 rounded to the nearest whole number
Note:
X has to be a non-decimal number
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There are two possible ways to solve this problem, using arithmetic or using fractions. 1. x+1 - x.99 = 0.000........1
Example :What is 1 - 0.99....? The answer would be 0.(Infinite zeros)1, but there is no such number so the closest answer would be 0.
2. 3 1 = 0.33...... 3 2 = 0.33... * 2 = 0.66.... 3 3 = 0.33... * 3 = 0.99....
But we also now that when the numerator and denominator of a fraction are the same value the answer is 1, but 3 3 is also equal to 0.99... because 3 3 = 3 1 * 3