Simplify the expression.
$7(x-3)+10$

• A. $7x-7$
• B. $7x+7$
• C. $7x-11$
• D. $7x+11$

Answer: (C)

Verified step by step guidance

1. Identify the expression to simplify: \$7(x - 3) + 10$.
2. Apply the distributive property by multiplying 7 with each term inside the parentheses: \(7 \times x\) and \(7 \times (-3)\), which gives \$7x - 21$.
3. Rewrite the expression after distribution: \$7x - 21 + 10$.
4. Combine like terms by adding \(-21\) and \$10$ to simplify the constant part.
5. Write the simplified expression as \$7x$ plus the result of combining the constants.