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## Multiplicative operators <a id="expr.mul">[[expr.mul]]</a>
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The multiplicative operators `*`, `/`, and `%` group left-to-right.
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``` bnf
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multiplicative-expression:
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multiplicative-expression '%' pm-expression
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```
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The operands of `*` and `/` shall have arithmetic or unscoped
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enumeration type; the operands of `%` shall have integral or unscoped
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enumeration type. The usual arithmetic conversions
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operands and determine the type of the result.
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The binary `*` operator indicates multiplication.
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The binary `/` operator yields the quotient, and the binary `%` operator
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yields the remainder from the division of the first expression by the
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second. If the second operand of `/` or `%` is zero the behavior is
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undefined. For integral operands the `/` operator yields the algebraic
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quotient with any fractional part discarded;[^
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is representable in the type of the result, `(a/b)*b + a%b` is equal to
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`a`; otherwise, the behavior of both `a/b` and `a%b` is undefined.
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### Multiplicative operators <a id="expr.mul">[[expr.mul]]</a>
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The multiplicative operators `*`, `/`, and `%` group left-to-right.
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``` bnf
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multiplicative-expression:
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multiplicative-expression '%' pm-expression
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```
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The operands of `*` and `/` shall have arithmetic or unscoped
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enumeration type; the operands of `%` shall have integral or unscoped
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enumeration type. The usual arithmetic conversions [[expr.arith.conv]]
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are performed on the operands and determine the type of the result.
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The binary `*` operator indicates multiplication.
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The binary `/` operator yields the quotient, and the binary `%` operator
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yields the remainder from the division of the first expression by the
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second. If the second operand of `/` or `%` is zero the behavior is
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undefined. For integral operands the `/` operator yields the algebraic
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quotient with any fractional part discarded;[^28] if the quotient `a/b`
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is representable in the type of the result, `(a/b)*b + a%b` is equal to
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`a`; otherwise, the behavior of both `a/b` and `a%b` is undefined.
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