Products of terms in sequences: Can We Do That?!?

[@zsombororovec645]

You've got me interested in this topic, so please do more videoes, thanks and bye.

[@JJ_TheGreat]

What about infinite products?! I would ❤ to know how to deal with those, since in Calculus II we learn about infinite series (sums)! Thanks.

[@MathsLikeALegend]

an interesting idea. I shall add it to my list of ideas!

[@Bola382]

thought you were going to use some logarithms as well

[@MathsLikeALegend]

I can see the logic behind why you would say that! It is certainly something that has to be used when exploring this topic much beyond what I have covered here to be fair.

[@JJ_TheGreat]

15:36 But in this case, it has 0 in it, so multiplying would just get 0 !!!!

[@MathsLikeALegend]

got it in one.

[@nickronca1562]

2×4×6×8×10×...×(2n) = (2^n)×(n!). Easy. Likewise 1×3×5×7×9×...×(2n+1) = ((2n+1)!)÷((2^n)×(n!)). Easy.

[@MathsLikeALegend]

exactly! :)

[@hello_hi1]

Expected more factorial types but ok

[@MathsLikeALegend]

Yes, to be fair this opens up a door to a whole new world of calculations (which is partly why I make these videos, to hopefully get people interested in these topics). However, there is too much to fit in just 1 video!