Question

_ notation is the most common notation for binary operators​

Answer 1

Answer:

Binary operations are often written using infix notation such as a ∗ b, a + b, a · b or (by juxtaposition with no symbol) ab rather than by functional notation of the form f(a, b). Powers are usually also written without operator, but with the second argument as superscript.

Answer 2

Infix notation is the most common notation for binary operators​.

What is Binary Operation?

• A binary operator is an operation that manipulates two operands to get a result.
• Operators, which are expressed by special characters or phrases, make it simple to evaluate numerical values or character strings.

Infix notation:

• Infix notation is a type of notation that is often used in mathematical and logical calculations and statements.
• It is distinguished by the positioning of operators between operands, referred to as "infixed operators," including the plus sign in 2 + 2.

• Binary operations are frequently represented using infix notation including a*b, a + b, a - b, or (via juxtaposition with no sign) ab instead of functional notation of the type f(a, b).
• Powers are often written even without operators, however with the second argument superscripted.
• Binary operations are occasionally expressed in prefix or (most often) postfix notation, which does not require parentheses.
• They are also known as Polish notation as well as reverse Polish notation.