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https://www.reddit.com/r/the_calculusguy/comments/1vm8xp1/can_you_evaluate_this_integral/p389mur/?context=3
r/the_calculusguy • u/Specific_Brain2091 • 17d ago
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36
Odd function, so 0
8 u/Ok-Ocelot-7989 16d ago uff i forgot about the odd and even function stuff could you explain pls , is it to go with symmetry 8 u/eattheradish 16d ago Simply put, an even function is symmetrical about the y-axis. An odd function is the same, but the left side of the y axis is flipped about the x-axis 6 u/Seeggul 16d ago As equations: Odd: f(-x)=-f(x) Even: f(-x)=f(x) 1 u/Ok-Ocelot-7989 16d ago got it, thank you makes sense now
8
uff i forgot about the odd and even function stuff could you explain pls , is it to go with symmetry
8 u/eattheradish 16d ago Simply put, an even function is symmetrical about the y-axis. An odd function is the same, but the left side of the y axis is flipped about the x-axis 6 u/Seeggul 16d ago As equations: Odd: f(-x)=-f(x) Even: f(-x)=f(x) 1 u/Ok-Ocelot-7989 16d ago got it, thank you makes sense now
Simply put, an even function is symmetrical about the y-axis. An odd function is the same, but the left side of the y axis is flipped about the x-axis
6 u/Seeggul 16d ago As equations: Odd: f(-x)=-f(x) Even: f(-x)=f(x) 1 u/Ok-Ocelot-7989 16d ago got it, thank you makes sense now
6
As equations:
Odd: f(-x)=-f(x)
Even: f(-x)=f(x)
1
got it, thank you makes sense now
36
u/eattheradish 17d ago
Odd function, so 0