2) \( 346 * x \) 3) \( 623 \times 62 \) 4) \( 769 \times 92 \) 5) \( 674 \times 27 \)

Sure, let's solve each of the multiplication problems you've listed: --- **2) \( 346 \times x \)** This expression involves a variable \( x \). Without a specific value for \( x \), the product remains in terms of \( x \): \[ 346 \times x = 346x \] --- **3) \( 623 \times 62 \)** Let's compute this step by step: \[ \begin{align*} 623 \times 62 &= 623 \times (60 + 2) \\ &= (623 \times 60) + (623 \times 2) \\ &= 37,380 + 1,246 \\ &= 38,626 \\ \end{align*} \] **Answer:** \( 623 \times 62 = 38,\!626 \) --- **4) \( 769 \times 92 \)** Breaking it down: \[ \begin{align*} 769 \times 92 &= 769 \times (90 + 2) \\ &= (769 \times 90) + (769 \times 2) \\ &= 69,210 + 1,538 \\ &= 70,748 \\ \end{align*} \] **Answer:** \( 769 \times 92 = 70,\!748 \) --- **5) \( 674 \times 27 \)** Calculating this: \[ \begin{align*} 674 \times 27 &= 674 \times (20 + 7) \\ &= (674 \times 20) + (674 \times 7) \\ &= 13,480 + 4,718 \\ &= 18,198 \\ \end{align*} \] **Answer:** \( 674 \times 27 = 18,\!198 \) --- If you have a specific value for \( x \) in problem 2 or any other questions, feel free to ask!