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diff --git a/exercises/assignment5_answers.mdwn b/exercises/assignment5_answers.mdwn
index b6d2dab9..8e195ec0 100644
--- a/exercises/assignment5_answers.mdwn
+++ b/exercises/assignment5_answers.mdwn
@@ -165,7 +165,7 @@ Choose one of these languages and write the following functions.
     <!-- traverse (k: a-> Mb) t = Leaf a -> map Leaf (k a) | Branch(l,col,r) -> map3 Branch l' c' r' -->
     <!-- linearize (f: a->Mon) t = Leaf a -> f a | Branch(l,col,r) -> l' && [col' &&] r' -->
 
-    If you look at the definition of `tree_walker` above, you'll see that its interface doesn't supply the `leaf_handler` function with any input like z; the `leaf_handler` only gets the content of each leaf to work on. Thus we're forced to make our `leaf_handler` return a function, that will get its `z` input later. (The strategy used here is like [[the strategy for reversing a list using fold_right in assignment2|assignment2_answers/#cps-reverse]].) Then the `joiner` function chains the results of handling the two branches together, so that when the seed `z` is supplied, we feed it first to `lh` and then the result of that to `rh`. The result of processing any tree then will be a function that expects a `z` argument. Finally, we supply the `z` argument that `tree_foldleft` was invoked with.
+    If you look at the definition of `tree_walker` above, you'll see that its interface doesn't supply the `leaf_handler` function with any input like `z`; the `leaf_handler` only gets the content of each leaf to work on. Thus we're forced to make our `leaf_handler` return a function, that will get its `z` input later. (The strategy used here is like [[the strategy for reversing a list using fold_right in assignment2|assignment2_answers/#cps-reverse]].) Then the `joiner` function chains the results of handling the two branches together, so that when the seed `z` is supplied, we feed it first to `lh` and then the result of that to `rh`. The result of processing any tree then will be a function that expects a `z` argument. Finally, we supply the `z` argument that `tree_foldleft` was invoked with.
 
 
 5.  How would you use the function defined in problem 4 (the previous problem) to sum up the values labeling the leaves of an `(int) color_tree`?