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What do you understand by unary and binary operators? (b) What results will MATLAB produce on the Command Window if the following are typed >>-52, >>(-5)2, >>10-6/2, >>5*4/2+3?

Computer Science

ScanSolve AI Answer

Step-by-step solution

5 steps

Part a

A unary operator performs an operation on a single operand (e.g., negation -5). A binary operator performs an operation on two operands (e.g., addition 5 + 3).

Part b· 5 steps

Here are the results MATLAB will produce

  1. Evaluate 1\2.

    In MATLAB, a\b is equivalent to b/a.

    1\verb|\2 = \frac{2}{1} = 2

    The result is:

    2\boxed{2}
  2. Evaluate -5^2.

    MATLAB follows the order of operations (PEMDAS/BODMAS). Exponentiation ^ has higher precedence than unary negation -. So, 525^2 is calculated first, then the negation is applied.

    −52=−(52)=−(25)=−25-5^2 = -(5^2) = -(25) = -25

    The result is:

    −25\boxed{-25}
  3. Evaluate (-5)^2.

    Parentheses change the order of operations. Here, the negation is applied to 5 first, then the result is squared.

    (−5)2=(−5)×(−5)=25(-5)^2 = (-5) \times (-5) = 25

    The result is:

    25\boxed{25}
  4. Evaluate 10-6/2.

    Division / has higher precedence than subtraction -.

    10−6/2=10−(6/2)=10−3=710 - 6/2 = 10 - (6/2) = 10 - 3 = 7

    The result is:

    7\boxed{7}
  5. Evaluate 5*4/2+3.

    Multiplication * and division / have the same precedence and are evaluated from left to right. Addition + has lower precedence.

    5∗4/2+3=(5×4)/2+3=20/2+3=10+3=135*4/2+3 = (5 \times 4)/2 + 3 = 20/2 + 3 = 10 + 3 = 13

    The result is:

    13\boxed{13}
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