The lab is done in groups of 2. In the beginning of each file please write (in comments) the names fo all group members.

At the end of the lab please send me **and your group
partner(s)** all your Racket files as e-mail
attachments. My e-mail is elenam at
morris.umn.edu. The subject of your e-mail must be "1301
Lab 5" followed by "Final" or "Not final", depending on whether this
is a final submission or you are still working on it. If you need to
finish it, make sure to set up a time with your group partner(s) to
finish the lab.

Problems in this task do not require recursion. **You may not use any list functions other than first, rest, cons, empty?, list.** All functions must have signatures, descriptions, and check-expects.

**Question 1** Write a function `has-one-element?`

that, given a list, returns `#true`

if the list has exactly one element and `#false`

otherwise:

```
(check-expect (has-one-element? (list 2 3 5 6)) #false)
(check-expect (has-one-element? empty) #false)
(check-expect (has-one-element? (list 2)) #true)
```

**Question 2** Write a function `has-more-than-one-element?`

that, given a list, returns `#true`

if the list has more than one element, and `#false`

otherwise:

```
(check-expect (has-more-than-one-element? (list 2 3 5 6)) #true)
(check-expect (has-more-than-one-element? empty) #false)
(check-expect (has-more-than-one-element? (list 2)) #false)
```

**Question 3** Write a function `order`

that, given two numbers, returns a list of them in increasing order. If they are equal, the list just has these two numbers:

```
(check-expect (order 2 5) (cons 2 (cons 5 empty)))
(check-expect (order 4 1) (cons 1 (cons 4 empty)))
(check-expect (order 2 2) (cons 2 (cons 2 empty)))
```

These problems use recursion. Use the examples we did in class as sample code. All functions must have signatures, descriptions, and check-expects.

**Question 1** Write a function `first-odd`

that consumes a list of numbers and returns the first odd number. Use the predefined function `odd?`

to determine if a number is odd. If no number in the list is odd, return #false.

```
(check-expect (first-odd (list 2 3 1 5 0)) 3)
(check-expect (first-odd (list 4 6 8)) #false)
(check-expect (first-odd empty) #false)
```

**Question 2** Write a function `count-odd`

that consumes a list of numbers and returns the number of odd numbers in the list.

```
(check-expect (count-odds (list 2 3 1 5 0)) 3)
(check-expect (count-odds (list 4 6 8)) 0)
(check-expect (count-odds empty) 0)
```

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