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Let keyword

As explained in Learn Haskell by Example

A let binding is a local Haskell definition that associates an identifier with an expression or function definition.

A let binding creates a local definition by associating an identifier with an expression or function definition. The bound name represents immutable data, not a mutable variable. In an expression, in closes the binding and marks the expression where the name is available. section 3.4.1

Reuse an intermediate result

Inside do notation, bind a computed value and use it in the next action: main = do; line <- getLine; let upperCaseLine = map toUpper line; putStrLn upperCaseLine. The same idea works in ordinary expressions: let x = 1 + 1 in x + 1 :: Int evaluates to 3. section 3.4.1

Use let bindings to:

  • Name repeated or complicated expressions, making nested code easier to read. section 3.4.1
  • Define local functions whose arguments can include values from an enclosing function. section 3.4.1
  • Hide auxiliary recursion parameters such as a line counter from the public function interface. section 4.1.2
  • Break a larger transformation into named declarative steps that can reference one another. section 4.3.4
Listing 4.2 Function structure with a locally defined function
numberAllLines :: [String] -> NumberedLines
numberAllLines lines =
  let go :: Int -> [String] -> NumberedLines      #1
      go counter lines = ...
   in go 1 lines                #2

A local go function accepts the hidden counter, while the outer function starts recursion with go 1 lines. section 4.1.2

Compose a readable transformation

prettyNumberedLines binds numbers and text, converts Maybe Int values to strings, finds the maximum width, pads each number, and combines the results. Each name exposes one computation while the final expression assembles the output. section 4.3.4

How Learn Haskell by Example covers it

How deep it goes
Explains expression and do-notation forms, local functions, scope, immutability, and declarative decomposition.
Examples
Demonstrates uppercase input, arithmetic in GHCi, line numbering, and human-readable formatting of optional numbers.
What it assumes
Assumes basic Haskell expressions, functions, types, lists, and do notation while clarifying immutability and expression scope.
What you can do after
Apply let bindings to name intermediate values, structure local helpers, and hide implementation parameters.
How it connects
Connects let bindings with do notation, pure functions, recursion, Maybe, partial application, and declarative programming.

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This explainer was generated by Manning's knowledge graph from the text of Learn Haskell by Example. The section links point to the parts of the book it draws on.