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I don't know half of you half as well as I should like, and I like less than half as you half as well as you deserve!

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So if we define ease as the inverse of hardness (that is, something that is hard is less easy and vice versa), we have E = 1/H and H = 1/E.

 

So 2*E = 2/ H => 1/(2*E) = H/2.

 

Therefore, being twice as easy is the inverse of as being half as hard.

 

I suppose in the end it's all how you define something being elementary...

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So if we define ease as the inverse of hardness (that is, something that is hard is less easy and vice versa), we have E = 1/H and H = 1/E.

 

So 2*E = 2/ H => 1/(2*E) = H/2.

 

Therefore, being twice as easy is the inverse of as being half as hard.

 

I suppose in the end it's all how you define something being elementary...

1270667763257.png

 

oh you and your math

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