history

Nice ad, but on "ever again", you said "every again." That shows that you don't even use Grammerly yourself, so you should not advertise me to use Grammarly. 

There is another saying on https://web2.0calc.com/questions/for-those-of-you-wondering-about-cphill-and-others

Sorry, this is my guest account. Sorry if this confuses you, but I accidentely made it when I was guest. I did not notice :(. 

I do not know why electricpavlov went, but cphiII went on a little vacation. He is not on the leaderboard right now because if you do not enter web2.0calc.com for a period of time, you will be removed from the leaderboard. If you join again, you will be on the leaderboard again. 

Bro, this is the THIRD time I saw someone ask this question. Please do not ask this question again. This is making our time useless, as you never understand. The answer is no solution, and I do not want to repeat this answer. Thank you. 

As of what the first guest, i has four different stages. These stages are i, -1, -i, 1.Through these stages, we can see that i + 2i² + 3i³ + 4i⁴ is equal to 2 - 2i. As we continue to 8i⁸, the answer is 4 - 4i. We can see a pattern, which is that for each four stages, we get 2 - 2i, no matter what. 64 / 4 is 16, so therefore the answer is 16 * (2 - 2i), or 32 - 32i. 

bruh

okay

I think that you mean that when six juniors drop the class and one senoir enters the class, the number of juniors to the number of seniors because 2:3. 

We know that 3:2 is 6:4 is 9:6 is 12:8... We can check one by one whether or not the answer is correct. 3:2 does not work, neither does 6:4, or 9:6, but 12:8 works. (12-6):(8+1) = 6:9, or 2:3. Therefore, the answer to this problem is 12:8(make sure to read the top to make sure that you question is the same as what I think it is :)). 

1 / 2*9*20*4 + 9 squared, is 1 / 1440 + 81. This, if it is what I think it is, is 1 / 1521 because you never said whether or not there were perenthesis around the 2*9*20*4 + 9. Otherwise, the answer would be 123201/1521, or 81.