Ste.D

Can’t be bothered working it out, but a handy thing to remember is that doubling 10 times is roughly equivalent to multiplying by 1000 (2^10=1024)

76 (84 (9 choose 3) - 8 (straight lines))

I knew this because I recently watched https://youtu.be/TuAc-hsH8XM?si=u7BySfEfbfEPSd27

1. Day 47, 1/2 covered
2. Day 42, 1/64 covered

Consider b^x & x^b (for b>1)‬
‪When x=0, b^x > x^b (1>0)‬
‪When x=b, b^x = x^b‬
‪When x→∞, b^x > x^b‬
‪So graphs touch/cross at x=b‬
‪When b<e, graphs cross at/after x=b (b=2 crosses at 2 & 4)‬
‪When b>e, graphs cross before/at x=b (b=4 crosses at 2 & 4)‬
‪So π^x<x^π when x≲π‬

Qg3

Squirrel

1-(8/12*5/6*9/10)=0.5

$40 - players will win 60, win 20, lose 20 or lose 40

P(0aces):4/6*3/5=12/30
P(1ace):2/6*4/5+4/6*2/5=16/30
P(2aces):2/6*1/5=2/30

(9/16) vs (1/16) => 90%

Although I’m happy that this continuously increasing percentage could reach 100, it seems like more justification is needed to prove it doesn’t approach some finite limit

Please add ability to refresh without losing place in timeline

NINETY-SIX?