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Simplify the expression:\newline2(2+3b)=2(2 + 3b) = _____

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Full solution

Q. Simplify the expression:\newline2(2+3b)=2(2 + 3b) = _____
  1. Apply Distributive Property: First, apply the distributive property to remove the parentheses by multiplying 22 with each term inside the parentheses.\newline2(2+3b)=2×2+2×3b2(2 + 3b) = 2\times2 + 2\times3b
  2. Perform Multiplication: Now, perform the multiplication for each term.\newline2×2=42 \times 2 = 4 and 2×3b=6b2 \times 3b = 6b\newlineSo, 2(2+3b)=4+6b2(2 + 3b) = 4 + 6b
  3. Simplify Expression: The expression is now simplified, and there are no like terms to combine.\newlineThe final simplified expression is 4+6b4 + 6b.

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