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Differentiate between unary and Binary operators. (b) Think about what MATLAB can produce if the following statements are typed in the Command Window: >> 12 > -5 1 >> 20 = -7 1 >> 1067 >> 2*53

Computer Science

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Part a

A unary operator acts on a single operand. Examples include the negation operator (e.g., -x) or the logical NOT operator (e.g., !true). A binary operator acts on two operands. Common examples are arithmetic operators like addition (+), subtraction (-), multiplication (*), and division (/).

Part b· 4 steps

Here are the results for the MATLAB statements:

  1. Evaluate 12 > 5.

    This is a relational comparison. Since 12 is indeed greater than 5, the result is true. In MATLAB, true is represented by 1.

    ans=1\boxed{\text{ans} = 1}
  2. Evaluate 2*(10-7).

    First, perform the subtraction inside the parentheses: 10−7=310 - 7 = 3. Then, multiply by 2.

    2×(10−7)=2×3=62 \times (10 - 7) = 2 \times 3 = \boxed{6}
  3. Evaluate 10/6*7.

    MATLAB evaluates division and multiplication from left to right.

    106×7=1.6667×7≈11.6667\frac{10}{6} \times 7 = 1.6667 \times 7 \approx \boxed{11.6667}
  4. Evaluate 2^3*2.

    First, perform the exponentiation: 23=82^3 = 8. Then, multiply by 2.

    23×2=8×2=162^3 \times 2 = 8 \times 2 = \boxed{16}
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