@Jen Aside,
Quote:Suppose a1 is the first digit (after the decimal point) of Pi, a2 is the second digit, and so on...
What would the following formula equal:
(a1 - a2) * (a2 - a3) * (a3 - a4) * ... * (a99 - a100)
The first hundred digits of "pi" are:
3.14159 26535 89793 23846 264
33 83279 502
88 41971 693
99 37510 58209 749
44 59230 78164 06286 208
99 86280 34825 342
11 70679
As you can see (highlighted), there are many instances in which a[
i] " a[i+1] will equal zero. Thus the product as a whole must also equal zero.
The answer is 0 (the numeral "zero", not the letter "oh").
Eliz.