User:Tag365

5e April Fools Races

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3.5e Pokémon Races

Name	Summary {{#dpl: debug=1	category=3.5e	category=User	category=Race	category=Pokémon franchise	notcategory=!	notcategory=Supplement	notcategory=List	include={3.5e Racial Traits}:summary	mode=userformat	format=,¦- class="²{Odd-Even¦²{#var:odd}²}²"\n¦ [[%PAGE%¦²{#replace:%PAGE%¦(5e Race)¦}²]],\n,	tablerow=¦¦ %%, %%\n }}

3.5e April Fools Races

Name	Summary {{#dpl: debug=1	category=3.5e	category=User	category=Race	category=April Fools	notcategory=!	notcategory=Supplement	notcategory=List	include={3.5e Racial Traits}:summary	mode=userformat	format=,¦- class="²{Odd-Even¦²{#var:odd}²}²"\n¦ [[%PAGE%¦²{#replace:%PAGE%¦(5e Race)¦}²]],\n,	tablerow=¦¦ %%, %%\n }}

3.5e April Fools Classes

Name	Summary {{#dpl: debug=1	category=3.5e	category=User	category=Class	category=April Fools	notcategory=!	notcategory=Supplement	notcategory=List	include={3.5e Racial Traits}:summary	mode=userformat	format=,¦- class="²{Odd-Even¦²{#var:odd}²}²"\n¦ [[%PAGE%¦²{#replace:%PAGE%¦(5e Race)¦}²]],\n,	tablerow=¦¦ %%, %%\n }}

gollark: I may be explaining this slightly terribly, but it lets you differentiate functions of functions of x (or whatever you're differentiating with respect to).

gollark: Rewrite that as e^(some function of x), apply chain rule.

gollark: What do you mean? As in, if it involves 1/x or something like this? That's what the chain rule is for.

gollark: This can also be written as a function of x explicitly if you want (it is one implicitly).

gollark: It's the same. If you say "y = whatever (in terms of x), dy/dx = derivative of whatever (in terms of x)", this is equivalent to saying "f(x) = whatever (still in terms of x), f'(x) = derivative of whatever (in terms of x)".

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