Lynn's brief two sentences struck Ailoke from heaven down to hell, sending a shiver through all the apprentices present,
"Advanced Mathematics is an extremely precise course. We need to sift through a plethora of complex data operations to discern patterns, then summarize them into corresponding formulas, thereby simplifying the algorithms and enhancing the overall computational efficiency." Lynn surveyed everyone in the classroom, paused for a moment, and then spoke again.
"The patterns Ailoke summarized aren't wrong, but their applicability is too limited. If the exponential increase within a square can be dual, it can equally be triple, fivefold, tenfold! With this, the pattern becomes inapplicable..."
"And this exponential summation formula is applicable to all exponential increases that meet the conditions!" Lynn snapped his fingers, and under a surge of magic power, the complex formula reappeared before everyone.
When q≠1, Sn=a1(1-q^n)/(1-q)
