Question

question
simplify the expression below using order of operations.
\\((3^1 \div 1) - 1^3 \times 2\\)

Explanation:

Step1: Simplify exponents

Simplify \(3^1\) and \(1^3\). We know that \(a^1 = a\) and \(1^n = 1\) for any \(n\). So \(3^1=3\) and \(1^3 = 1\). The expression becomes \((3\div1)-1\times2\).

Step2: Perform division and multiplication

First, perform the division inside the parentheses: \(3\div1 = 3\). Then perform the multiplication: \(1\times2=2\). The expression now is \(3 - 2\).

Step3: Perform subtraction

Subtract \(2\) from \(3\): \(3-2 = 1\).

Answer:

\(1\)