+0  
 
-1
16
1
avatar+624 

Let $e(x)$ be an even function and let $o(x)$ be an odd function, such that
\[e(x) + o(x) = x^2 + x^3\]
for all $x.$  Let $f(x) = e(x) + o(x).$  Find $f(2).$

 Sep 11, 2023
 #1
avatar+128732 
+1

f(2) =  (2)^2  + (2)^3  =  4 + 8  = 12

 

cool cool cool

 Sep 11, 2023

4 Online Users

avatar
avatar