Both of your replies were really helpful. So putting negative exponents to the side for a second, say, 6.67 * 10^2 simplified (just to cement my understanding) would be 6.67 * 100 = 667, and the negative would be 6.67 * 0.01 = 0.0667 If so, then I completely understand that part. Now I get that, I guess I'll ask you very next thing I should learn after that, when calculating the equation in its simplified form ( 6.67 x 0.00000000001 ) I get the answer 6.67384e-11 , could anyone explain the e-11 part? The answer to 6.67384 x 10^-11 obviously isn't 6.67384, so why is it represented that way, or maybe not why is it that way, but my naivety would have me look at that equation and see it as 6.67384 , so how am I interpreting that wrongly? I mean, the only way it's equal to that is if its 6.67384 * 1, and it clearly isn't. I know to people who know these things, you know it isn't that, and doesn't look like it's equal to 6.67384 but it does to me, basiclly, how do I apply e-11 to the sum before it and come out with the right answer. Thanks again.