Question

Evaluate the following expression if the value of a = 10, b= 5;

b+=a++ * 2 + b++ + 2 * ++a + b;​

Answer 1

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Answer 2

Answer: $60$ is the answer.

Explanation:

given, $a=10 , b= 5$

$b+= a++ *2 + b++ +2 * ++a + b\\b=5+10*2+5+2+2*12+6\\b=5+20+5+24+6\\b=60$

• Infix: Infix notation refers to the typical mathematical phrase we frequently come across.
• An operator is written between two operands in infix form.

For instance:

• The infix form of an expression is A * (B + C) / D.
• Decoding this equation is as easy as adding B and C, multiplying the result by A, and then dividing the result by D to get the answer.

• Prefix: In a prefix expression, the operator and its operands are written first.
• Polish notation is another name for this notation.

• For instance, the prefix form of the aforementioned phrase is /* A + B C D.
• Expressions of this kind cannot only be translated into infix expressions.

• Postfix: An operator is written in a postfix expression.

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