#### Introduction

Last week has been very immutable for me. I was looking into redux, Elm, React - just the ideas and trying to implement something similar for Angular.

For few years I have had a keen interest into functional programming and considered myself a good in the field. You know - using higher order functions, understand why `null`

is evil - so code produced by me was “fairly” functional. Avoiding state, writing functions as pure as possible. During the last year I upgraded my level to good novice by learning concepts of partials functions, functors. What is the next step? Tackle the real beast - learn the *haskell*. Baby steps.

#### Exercises

Let’s start with Project Euler and go problem by problem googling haskell syntax and semantics on our way.

**Problem #1**

If we list all the natural numbers below 10 that are multiples of 3 or 5, we get 3, 5, 6 and 9. The sum of these multiples is 23. Find the sum of all the multiples of 3 or 5 below 1000.

Let’s go step by step.

- take first 1000 of natural numbers
`[1..999]`

- filter the list to only have multiples of
`3`

or`5`

```
disibleByThreeOrFive n =
if n `mod` 3 == 0 || n `mod` 5 == 0 then
True
else
False
```

```
filter disibleByThreeOrFive [1..999]
```

which returns a list of all numbers we need to sum

- fold and sum them
`haskell foldl (\res prev -> res + prev) 0 (filter disibleByThreeOrFive [1..999])`

which returns`233168`

. It is accepted by euler website - but the code we wrote could be improved.

First let’s get replace `foldl`

with `sum`

```
sum (filter disibleByThreeOrFive [1..999])
```

Okay - those brackets are still there - good for us there is `$`

operator which is exactly for that - getting rid of them. Anything that comes after dollar sign will take precedence.

```
sum $ filter disibleByThreeOrFive [1..999]
```

Making it a one liner by extracting to lambda function

```
sum $
filter
(\x -> x `mod` 3 == 0
|| x `mod` 5 == 0)
[1..999]
```

#### Summary

Remembered a little bit of haskell syntax, tackled the new editor plugin change and looking forward to doing more exercises.

### Feedback

If you have any suggestions - I am eagerly waiting for feedback. https://benetis.me/posts/contact-me/