diff --git a/Programming Languages/Part B/100_memoization.rkt b/Programming Languages/Part B/Week 1/100_memoization.rkt
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diff --git a/Programming Languages/Part B/101_macros_intro.rkt b/Programming Languages/Part B/Week 1/101_macros_intro.rkt
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diff --git a/Programming Languages/Part B/103_define_syntax.rkt b/Programming Languages/Part B/Week 1/103_define_syntax.rkt
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diff --git a/Programming Languages/Part B/105_macro_examples.rkt b/Programming Languages/Part B/Week 1/105_macro_examples.rkt
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diff --git a/Programming Languages/Part B/83_racket_intro.rkt b/Programming Languages/Part B/Week 1/83_racket_intro.rkt
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diff --git a/Programming Languages/Part B/84_racket_basics.rkt b/Programming Languages/Part B/Week 1/84_racket_basics.rkt
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diff --git a/Programming Languages/Part B/85_racket_lists.rkt b/Programming Languages/Part B/Week 1/85_racket_lists.rkt
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diff --git a/Programming Languages/Part B/87_parens_matter.rkt b/Programming Languages/Part B/Week 1/87_parens_matter.rkt
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diff --git a/Programming Languages/Part B/88_dynamic_typing.rkt b/Programming Languages/Part B/Week 1/88_dynamic_typing.rkt
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diff --git a/Programming Languages/Part B/Week 1/89_cond.rkt b/Programming Languages/Part B/Week 1/89_cond.rkt
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--- /dev/null
+++ b/Programming Languages/Part B/Week 1/89_cond.rkt	
@@ -0,0 +1,26 @@
+; Programming Languages, Dan Grossman
+; Section 5: Cond
+
+#lang racket
+
+(provide (all-defined-out))
+
+; sum3 is equivalent to sum1 from previous segment but better style
+(define (sum3 xs)
+  (cond [(null? xs) 0]
+        [(number? (car xs)) (+ (car xs)(sum3 (cdr xs)))]
+        [#t  (+ (sum3 (car xs)) (sum3 (cdr xs)))]))
+
+; sum4 is equivalent to sum2 from previous segment but better style
+(define (sum4 xs)
+  (cond [(null? xs) 0]
+        [(number? xs) xs]
+        [(list? (car xs)) (+ (sum4 (car xs)) (sum4 (cdr xs)))]
+        [#t (sum4 (cdr xs))]))
+
+; this function counts how many #f are in a (non-nested) list
+; it uses the "controversial" idiom of anything not #f is true
+(define (count-falses xs)
+  (cond [(null? xs) 0]
+        [(car xs) (count-falses (cdr xs))] ; (car xs) can have any type
+        [#t (+ 1 (count-falses (cdr xs)))]))
diff --git a/Programming Languages/Part B/89_cond.rkt b/Programming Languages/Part B/Week 1/89_cond.rkt~
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diff --git a/Programming Languages/Part B/90_local_bindings.rkt b/Programming Languages/Part B/Week 1/90_local_bindings.rkt
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diff --git a/Programming Languages/Part B/91_toplevel_bindings.rkt b/Programming Languages/Part B/Week 1/91_toplevel_bindings.rkt
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diff --git a/Programming Languages/Part B/92_setbang.rkt b/Programming Languages/Part B/Week 1/92_setbang.rkt
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diff --git a/Programming Languages/Part B/93_truth_about_cons.rkt b/Programming Languages/Part B/Week 1/93_truth_about_cons.rkt
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diff --git a/Programming Languages/Part B/94_mcons.rkt b/Programming Languages/Part B/Week 1/94_mcons.rkt
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diff --git a/Programming Languages/Part B/95_thunks.rkt b/Programming Languages/Part B/Week 1/95_thunks.rkt
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diff --git a/Programming Languages/Part B/96_avoid_unnecessary.rkt b/Programming Languages/Part B/Week 1/96_avoid_unnecessary.rkt
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diff --git a/Programming Languages/Part B/97_delay_force.rkt b/Programming Languages/Part B/Week 1/97_delay_force.rkt
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diff --git a/Programming Languages/Part B/98_using_streams.rkt b/Programming Languages/Part B/Week 1/98_using_streams.rkt
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diff --git a/Programming Languages/Part B/99_defining_streams.rkt b/Programming Languages/Part B/Week 1/99_defining_streams.rkt
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diff --git a/Programming Languages/Part B/README.md b/Programming Languages/Part B/Week 1/README.md
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diff --git a/Programming Languages/Part B/Week 1/curry.jpg b/Programming Languages/Part B/Week 1/curry.jpg
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diff --git a/Programming Languages/Part B/Week 1/hw4.rkt b/Programming Languages/Part B/Week 1/hw4.rkt
new file mode 100644
index 0000000..ff5f7b6
--- /dev/null
+++ b/Programming Languages/Part B/Week 1/hw4.rkt	
@@ -0,0 +1,79 @@
+
+#lang racket
+
+(provide (all-defined-out)) ;; so we can put tests in a second file
+
+;; put your code below
+
+
+(define (sequence low high stride)
+  (if (> low high)
+      null
+      (cons low (sequence (+ low stride) high stride))))
+
+
+(define (string-append-map xs suffix)
+  (map (lambda (x) (string-append x suffix)) xs))
+
+(define (list-nth-mod xs n)
+  (cond [(< n 0) (error "list-nth-mod: negative number")]
+        [(empty? xs) (error "list-nth-mod: empty list")]
+        [#t (car (list-tail xs (remainder n (length xs))))]))
+
+
+(define (stream-for-n-steps s n)
+  (if (= n 0)
+      null
+      (let ([pair (s)])
+        (cons (car pair)
+              (stream-for-n-steps (cdr pair) (- n 1))))))
+
+(define funny-number-stream
+  (letrec ([f (lambda (x) (cons (if (= (remainder x 5) 0) (- 0 x) x) (lambda () (f (+ x 1)))))])
+    (lambda () (f 1))))
+
+(define dan-then-dog
+  (letrec ([f (lambda (x) (cons x (lambda () (f (if (string=? x "dog.jpg") "dan.jpg" "dog.jpg")))))])
+    (lambda () (f "dan.jpg"))))
+
+(define (stream-add-zero s)
+  (letrec ([f (lambda (s)
+                (let ([pr (s)])
+                  (cons (cons 0 (car pr)) (lambda () (f (cdr pr))))))])
+    (lambda () (f s))))
+
+
+(define (cycle-lists xs ys)
+  (letrec ([f (lambda (x)
+                (cons
+                 (cons (list-nth-mod xs x) (list-nth-mod ys x))
+                 (lambda () (f (+ x 1)))))])
+    (lambda () (f 0))))
+
+
+(define (vector-assoc v vec)
+  (letrec ([f (lambda (i)
+                (cond
+                  [(equal? (vector-length vec) i) #f]
+                  [(not (pair? (vector-ref vec i))) (f (+ i 1))]
+                  [(equal? (car (vector-ref vec i)) v) (vector-ref vec i)]
+                  [else (f (+ i 1))]))])
+    (f 0)))
+
+
+(define (cached-assoc xs n)
+  (letrec ([memo (make-vector n #f)]
+           [iter 0]
+           [f (lambda (val)
+               (let ([ans (vector-assoc val memo)])
+                 (if ans
+                     (cdr ans)
+                     (let ([new-ans (assoc val xs)])
+                       (begin
+                         (vector-set! memo iter (cons val new-ans))
+                         (set! iter (if (= (+ 1 iter) n) 0 (+ iter 1)))
+                             new-ans)))))])
+    (lambda (v) (f v))))
+
+
+
diff --git a/Programming Languages/Part B/Week 1/hw4test.rkt b/Programming Languages/Part B/Week 1/hw4test.rkt
new file mode 100644
index 0000000..ec13609
--- /dev/null
+++ b/Programming Languages/Part B/Week 1/hw4test.rkt	
@@ -0,0 +1,60 @@
+#lang racket
+;; Programming Languages Homework4 Simple Test
+;; Save this file to the same directory as your homework file
+;; These are basic tests. Passing these tests does not guarantee that your code will pass the actual homework grader
+
+;; Be sure to put your homework file in the same folder as this test file.
+;; Uncomment the line below and change HOMEWORK_FILE to the name of your homework file.
+(require "hw4.rkt")
+
+(require rackunit)
+
+;; Helper functions
+(define ones (lambda () (cons 1 ones)))
+(define a 2)
+
+(define tests
+  (test-suite
+   "Sample tests for Assignment 4"
+   
+   ; sequence test
+   (check-equal? (sequence 0 5 1) (list 0 1 2 3 4 5) "Sequence test")
+
+   ; string-append-map test
+   (check-equal? (string-append-map 
+                  (list "dan" "dog" "curry" "dog2") 
+                  ".jpg") '("dan.jpg" "dog.jpg" "curry.jpg" "dog2.jpg") "string-append-map test")
+   
+   ; list-nth-mod test
+   (check-equal? (list-nth-mod (list 0 1 2 3 4) 2) 2 "list-nth-mod test")
+   
+   ; stream-for-n-steps test
+   (check-equal? (stream-for-n-steps ones 2) (list 1 1) "stream-for-n-steps test")
+   
+   ; funny-number-stream test
+   (check-equal? (stream-for-n-steps funny-number-stream 16) (list 1 2 3 4 -5 6 7 8 9 -10 11 12 13 14 -15 16) "funny-number-stream test")
+   
+   ; dan-then-dog test
+   (check-equal? (stream-for-n-steps dan-then-dog 1) (list "dan.jpg") "dan-then-dog test")
+   
+   ; stream-add-zero test
+   (check-equal? (stream-for-n-steps (stream-add-zero ones) 1) (list (cons 0 1)) "stream-add-zero test")
+   
+   ; cycle-lists test
+   (check-equal? (stream-for-n-steps (cycle-lists (list 1 2 3) (list "a" "b")) 3) (list (cons 1 "a") (cons 2 "b") (cons 3 "a")) 
+                 "cycle-lists test")
+   
+   ; vector-assoc test
+   (check-equal? (vector-assoc 4 (vector (cons 2 1) (cons 3 1) (cons 4 1) (cons 5 1))) (cons 4 1) "vector-assoc test")
+   
+   ; cached-assoc tests
+   (check-equal? ((cached-assoc (list (cons 1 2) (cons 3 4)) 3) 3) (cons 3 4) "cached-assoc test")
+   
+   ; while-less test
+   ;(check-equal? (while-less 7 do (begin (set! a (+ a 1)) a)) #t "while-less test")
+   
+   ))
+
+(require rackunit/text-ui)
+;; runs the test
+(run-tests tests)
diff --git a/Programming Languages/Part B/Week 2/107_datatypes_without_structs.rkt b/Programming Languages/Part B/Week 2/107_datatypes_without_structs.rkt
new file mode 100644
index 0000000..f7a2be8
--- /dev/null
+++ b/Programming Languages/Part B/Week 2/107_datatypes_without_structs.rkt	
@@ -0,0 +1,63 @@
+; Programming Languages, Dan Grossman
+; Section 6: Datatype Programming in Racket Without Structs
+
+#lang racket
+(provide (all-defined-out))
+
+; we do not need a datatype to create a list holding a mix of numbers and string
+; Note: arguably bad style to not have else clause but makes example more like ML code
+(define (funny-sum xs)
+  (cond [(null? xs) 0]
+        [(number? (car xs)) (+ (car xs) (funny-sum (cdr xs)))]
+        [(string? (car xs)) (+ (string-length (car xs)) (funny-sum (cdr xs)))]))
+
+; suppose we wanted a "one-of type" using nothing but lists and symbols and such, like ML's 
+; datatype exp = Const of int | Negate of exp | Add of exp * exp | Multiply of exp * exp
+
+; just helper functions that make lists where first element is a symbol
+; Note: More robust could check at run-time the type of thing being put in
+(define (Const i) (list 'Const i))
+(define (Negate e) (list 'Negate e))
+(define (Add e1 e2) (list 'Add e1 e2))
+(define (Multiply e1 e2) (list 'Multiply e1 e2))
+
+; just helper functions that test what "kind of exp"
+; Note: More robust could raise better errors for non-exp values
+(define (Const? x) (eq? (car x) 'Const))
+(define (Negate? x) (eq? (car x) 'Negate))
+(define (Add? x) (eq? (car x) 'Add))
+(define (Multiply? x) (eq? (car x) 'Multiply))
+
+; just helper functions that get the pieces for "one kind of exp"
+; Note: More robust could check "what kind of exp"
+(define (Const-int e) (car (cdr e)))
+(define (Negate-e e) (car (cdr e)))
+(define (Add-e1 e) (car (cdr e)))
+(define (Add-e2 e) (car (cdr (cdr e))))
+(define (Multiply-e1 e) (car (cdr e)))
+(define (Multiply-e2 e) (car (cdr (cdr e))))
+
+; fyi: there are built-in functions for getting 2nd, 3rd list elements that would
+; have made the above simpler:
+;(define Const-int cadr)
+;(define Negate-e cadr)
+;(define Add-e1 cadr)
+;(define Add-e2 caddr)
+;(define Multiply-e1 cadr)
+;(define Multiply-e2 caddr)
+
+; same recursive structure as we have in ML, just without pattern-matching
+; And one change from what we did before: returning an exp, in particular
+; a Constant, rather than an int
+(define (eval-exp e)
+  (cond [(Const? e) e] ; note returning an exp, not a number
+        [(Negate? e) (Const (- (Const-int (eval-exp (Negate-e e)))))]
+        [(Add? e) (let ([v1 (Const-int (eval-exp (Add-e1 e)))]
+                        [v2 (Const-int (eval-exp (Add-e2 e)))])
+                    (Const (+ v1 v2)))]
+        [(Multiply? e) (let ([v1 (Const-int (eval-exp (Multiply-e1 e)))]
+                             [v2 (Const-int (eval-exp (Multiply-e2 e)))])
+                         (Const (* v1 v2)))]
+        [#t (error "eval-exp expected an exp")]))
+
+(define a-test (eval-exp (Multiply (Negate (Add (Const 2) (Const 2))) (Const 7))))
\ No newline at end of file
diff --git a/Programming Languages/Part B/Week 2/107_datatypes_without_structs.sml b/Programming Languages/Part B/Week 2/107_datatypes_without_structs.sml
new file mode 100644
index 0000000..51f00ed
--- /dev/null
+++ b/Programming Languages/Part B/Week 2/107_datatypes_without_structs.sml	
@@ -0,0 +1,53 @@
+(* Programming Languages, Dan Grossman *)
+(* Section 6: Datatype Programming in Racket Without Structs *)
+
+datatype int_or_string = I of int | S of string
+
+fun funny_sum xs =
+    case xs of
+	[] => 0
+      | (I i)::xs' => i + funny_sum xs'
+      | (S s)::xs' => String.size s + funny_sum xs'
+
+datatype exp = Const of int 
+             | Negate of exp 
+             | Add of exp * exp
+             | Multiply of exp * exp
+
+(* exp -> int *)
+fun eval_exp_old e = 
+    case e of
+        Const i => i
+      | Negate e2  => ~ (eval_exp_old e2)
+      | Add(e1,e2) => (eval_exp_old e1) + (eval_exp_old e2)
+      | Multiply(e1,e2) => (eval_exp_old e1) * (eval_exp_old e2)
+
+(* exp -> exp *)
+(* this way is more painful here, but makes much more sense for 
+   larger languages where recursive calls can return different kinds of 
+   things (e.g., numbers or pairs or functions or ... )
+*)
+exception Error of string
+
+fun eval_exp_new e =
+    let
+	fun get_int e =
+	    case e of
+		Const i => i
+	      | _ => raise (Error "expected Const result")
+    in
+	case e of
+            Const _ => 
+	    e
+	  | Negate e2  => 
+	    Const (~ (get_int (eval_exp_new e2)))
+	  | Add(e1,e2) => 
+	    Const ((get_int (eval_exp_new e1)) + (get_int (eval_exp_new e2)))
+	  | Multiply(e1,e2) => 
+	    Const ((get_int (eval_exp_new e1)) * (get_int (eval_exp_new e2)))
+    end
+
+val test_exp = Multiply (Negate (Add (Const 2,Const 2)), Const 7)
+val old_test = eval_exp_old test_exp (* ~28 *)
+val new_test = eval_exp_new test_exp (* Const ~28 *)
+
diff --git a/Programming Languages/Part B/Week 2/108_datatypes_with_structs.rkt b/Programming Languages/Part B/Week 2/108_datatypes_with_structs.rkt
new file mode 100644
index 0000000..6f10e75
--- /dev/null
+++ b/Programming Languages/Part B/Week 2/108_datatypes_with_structs.rkt	
@@ -0,0 +1,24 @@
+; Programming Languages, Dan Grossman
+; Section 6: Datatypes With Struct
+
+#lang racket
+
+(provide (all-defined-out))
+
+(struct const (int) #:transparent)
+(struct negate (e) #:transparent)
+(struct add (e1 e2) #:transparent)
+(struct multiply (e1 e2) #:transparent)
+
+(define (eval-exp e)
+  (cond [(const? e) e] ; note returning an exp, not a number
+        [(negate? e) (const (- (const-int (eval-exp (negate-e e)))))]
+        [(add? e) (let ([v1 (const-int (eval-exp (add-e1 e)))]
+                        [v2 (const-int (eval-exp (add-e2 e)))])
+                    (const (+ v1 v2)))]
+        [(multiply? e) (let ([v1 (const-int (eval-exp (multiply-e1 e)))]
+                             [v2 (const-int (eval-exp (multiply-e2 e)))])
+                         (const (* v1 v2)))]
+        [#t (error "eval-exp expected an exp")]))
+
+(define a-test (eval-exp (multiply (negate (add (const 2) (const 2))) (const 7))))
\ No newline at end of file
diff --git a/Programming Languages/Part B/Week 2/111_interpreter_assumptions.rkt b/Programming Languages/Part B/Week 2/111_interpreter_assumptions.rkt
new file mode 100644
index 0000000..d962340
--- /dev/null
+++ b/Programming Languages/Part B/Week 2/111_interpreter_assumptions.rkt	
@@ -0,0 +1,95 @@
+; Programming Languages, Dan Grossman
+; Section 6: What Your Interpreter Can and Cannot Assume
+
+#lang racket
+
+(provide (all-defined-out))
+
+; a larger language with two kinds of values, booleans and numbers
+; an expression is any of these:
+(struct const (int) #:transparent) ; int should hold a number
+(struct negate (e1) #:transparent)  ; e1 should hold an expression
+(struct add (e1 e2) #:transparent) ; e1, e2 should hold expressions
+(struct multiply (e1 e2) #:transparent) ; e1, e2 should hold expressions
+(struct bool (b) #:transparent) ; b should hold #t or #f
+(struct eq-num (e1 e2) #:transparent) ; e1, e2 should hold expressions
+(struct if-then-else (e1 e2 e3) #:transparent) ; e1, e2, e3 should hold expressions
+; a value in this language is a legal const or bool
+
+(define test1 (multiply (negate (add (const 2) 
+                                     (const 2))) 
+                        (const 7)))
+
+(define test2 (multiply (negate (add (const 2)
+                                     (const 2))) 
+                        (if-then-else (bool #f) 
+                                      (const 7) 
+                                      (bool #t))))
+
+(define non-test (multiply (negate (add (const #t) 
+                                        (const 2))) 
+                           (const 7)))
+
+(define (eval-exp-wrong e)
+  (cond [(const? e) 
+         e] 
+        [(negate? e) 
+         (const (- (const-int (eval-exp-wrong (negate-e1 e)))))]
+        [(add? e) 
+         (let ([i1 (const-int (eval-exp-wrong (add-e1 e)))]
+               [i2 (const-int (eval-exp-wrong (add-e2 e)))])
+           (const (+ i1 i2)))]
+        [(multiply? e) 
+         (let ([i1 (const-int (eval-exp-wrong (multiply-e1 e)))]
+               [i2 (const-int (eval-exp-wrong (multiply-e2 e)))])
+           (const (* i1 i2)))]
+        [(bool? e) 
+         e]
+        [(eq-num? e) 
+         (let ([i1 (const-int (eval-exp-wrong (eq-num-e1 e)))]
+               [i2 (const-int (eval-exp-wrong (eq-num-e2 e)))])
+           (bool (= i1 i2)))] ; creates (bool #t) or (bool #f)
+        [(if-then-else? e)
+         (if (bool-b (eval-exp-wrong (if-then-else-e1 e)))
+             (eval-exp-wrong (if-then-else-e2 e))
+             (eval-exp-wrong (if-then-else-e3 e)))]
+        [#t (error "eval-exp expected an exp")] ; not strictly necessary but helps debugging
+        ))
+
+(define (eval-exp e)
+  (cond [(const? e) 
+         e] 
+        [(negate? e) 
+         (let ([v (eval-exp (negate-e1 e))])
+           (if (const? v)
+               (const (- (const-int v)))
+               (error "negate applied to non-number")))]
+        [(add? e) 
+         (let ([v1 (eval-exp (add-e1 e))]
+               [v2 (eval-exp (add-e2 e))])
+           (if (and (const? v1) (const? v2))
+               (const (+ (const-int v1) (const-int v2)))
+               (error "add applied to non-number")))]
+        [(multiply? e) 
+         (let ([v1 (eval-exp (multiply-e1 e))]
+               [v2 (eval-exp (multiply-e2 e))])
+           (if (and (const? v1) (const? v2))
+               (const (* (const-int v1) (const-int v2)))
+               ((error "multiply applied to non-number"))))]
+        [(bool? e) 
+         e]
+        [(eq-num? e) 
+         (let ([v1 (eval-exp (eq-num-e1 e))]
+               [v2 (eval-exp (eq-num-e2 e))])
+           (if (and (const? v1) (const? v2))
+               (bool (= (const-int v1) (const-int v2))) ; creates (bool #t) or (bool #f)
+               (error "eq-num applied to non-number")))]
+        [(if-then-else? e) 
+         (let ([v-test (eval-exp (if-then-else-e1 e))])
+           (if (bool? v-test)
+               (if (bool-b v-test)
+                   (eval-exp (if-then-else-e2 e))
+                   (eval-exp (if-then-else-e3 e)))
+               (error "if-then-else applied to non-boolean")))]
+        [#t (error "eval-exp expected an exp")] ; not strictly necessary but helps debugging
+        ))
diff --git a/Programming Languages/Part B/Week 2/115_macros_via_functions.rkt b/Programming Languages/Part B/Week 2/115_macros_via_functions.rkt
new file mode 100644
index 0000000..16ae9f2
--- /dev/null
+++ b/Programming Languages/Part B/Week 2/115_macros_via_functions.rkt	
@@ -0,0 +1,82 @@
+; Programming Languages, Dan Grossman
+; Section 6: Using Racket Functions to Add "Macros" to a Language
+
+#lang racket
+
+(provide (all-defined-out))
+
+; we start with the same language and interpreter from 
+; "What Your Interpreter Can and Cannot Assume"
+
+; the new stuff are the "macros" as the bottom
+
+; a larger language with two kinds of values, booleans and numbers
+; an expression is any of these:
+(struct const (int) #:transparent) ; int should hold a number
+(struct negate (e1) #:transparent)  ; e1 should hold an expression
+(struct add (e1 e2) #:transparent) ; e1, e2 should hold expressions
+(struct multiply (e1 e2) #:transparent) ; e1, e2 should hold expressions
+(struct bool (b) #:transparent) ; b should hold #t or #f
+(struct eq-num (e1 e2) #:transparent) ; e1, e2 should hold expressions
+(struct if-then-else (e1 e2 e3) #:transparent) ; e1, e2, e3 should hold expressions
+; a value in this language is a legal const or bool
+
+(define (eval-exp e)
+  (cond [(const? e) 
+         e] 
+        [(negate? e) 
+         (let ([v (eval-exp (negate-e1 e))])
+           (if (const? v)
+               (const (- (const-int v)))
+               (error "negate applied to non-number")))]
+        [(add? e) 
+         (let ([v1 (eval-exp (add-e1 e))]
+               [v2 (eval-exp (add-e2 e))])
+           (if (and (const? v1) (const? v2))
+               (const (+ (const-int v1) (const-int v2)))
+               (error "add applied to non-number")))]
+        [(multiply? e) 
+         (let ([v1 (eval-exp (multiply-e1 e))]
+               [v2 (eval-exp (multiply-e2 e))])
+           (if (and (const? v1) (const? v2))
+               (const (* (const-int v1) (const-int v2)))
+               (error "multiply applied to non-number")))]
+        [(bool? e) 
+         e]
+        [(eq-num? e) 
+         (let ([v1 (eval-exp (eq-num-e1 e))]
+               [v2 (eval-exp (eq-num-e2 e))])
+           (if (and (const? v1) (const? v2))
+               (bool (= (const-int v1) (const-int v2))) ; creates (bool #t) or (bool #f)
+               (error "eq-num applied to non-number")))]
+        [(if-then-else? e) 
+         (let ([v-test (eval-exp (if-then-else-e1 e))])
+           (if (bool? v-test)
+               (if (bool-b v-test)
+                   (eval-exp (if-then-else-e2 e))
+                   (eval-exp (if-then-else-e3 e)))
+               (error "if-then-else applied to non-boolean")))]
+        [#t (error "eval-exp expected an exp")] ; not strictly necessary but helps debugging
+        ))
+
+; Here are two Racket functions that given language-being-implemented syntax,
+; produce language-being-implemented syntax
+(define (andalso e1 e2)
+  (if-then-else e1 e2 (bool #f)))
+
+(define (double e)
+  (multiply e (const 2)))
+
+; this one takes a Racket list of language-being-implemented syntax 
+; and makes language-being-implemented syntax
+(define (list-product es)
+  (if (null? es)
+      (const 1)
+      (multiply (car es) (list-product (cdr es)))))
+
+(define test (andalso (eq-num (double (const 4))
+                              (list-product (list (const 2) (const 2) (const 1) (const 2))))
+                      (bool #t)))
+
+; notice we have not changed our interpreter at all
+(define result (eval-exp test))