Riley, I've been thinking about limits. {{CMD_7}} So awesome! {{CMD_8}} Think about {{MATH_9}} This is the number that {{MATH_10}} gets nearer and nearer to, as {{MATH_11}} gets nearer and nearer to {{MATH_12}}. {{CMD_13}} You know it! {{CMD_14}} So I think it is the same as {{MATH_15}} {{CMD_16}} Yeah, that does make sense, since when you add two numbers, say {{MATH_17}} you get {{MATH_18}} {{CMD_19}} Right! And I think the same reasoning will work for multiplication! So we should be able to say {{MATH_20}} {{CMD_21}} Yes, I think that's right! But what about {{CMD_22}}division{{CMD_23}}? Can we use similar reasoning to conclude {{MATH_24}} {{CMD_25}}