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204,804-204,809th digits of PI And if you don't believe me, I have 4 million digits saved ;) It's the first time the numbers 12895 appear
3.1415926535877846478385736348674738283746737237726253658684t53r5565474674565647383893847857567464646464757473838383837837857574747347847878547547547547768343478567289627494652489756947568934756180473618037410293781894567845678024350178648751468756478647858740679146589714696891476158946150816714896918671480167806287962348671117823495681479561783465478468915765871446577741654784684786134437334674891718347836469483677438673783478647868347456767547823464874568934652784957826478 it doesnt look like a trillion but it is...
To assess the number of significant digits in a number, you first have to find the greatest non-zero digit. In this case it is the first five which represent 500. The next step is to simply count how many digits there are after this number. In this case, there are 4 more digits. Thus the number 500.95 has been given to 5 significant digits.
Three: The first two zeros are not significant digits.
Normally a 2-digit number refers to an integer with two digits, the first of which is not 0. So the answer would be NO> But it is a number with 2 significant digits.