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Use the Distributive Property to write an expression equivalent to 
4(c+8). Use pencil and paper. Write the algebraic expression 
4(c+8) in words. Then write the equivalent expression in words. Describe the similarities and the differences in the two statements.

(c+8)=

◻ (Simplify your answer.)
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Use the Distributive Property to write an expression equivalent to 4(c+8)4(c+8). Use pencil and paper. Write the algebraic expression 4(c+8)4(c+8) in words. Then write the equivalent expression in words. Describe the similarities and the differences in the two statements.\newline (c+8)=(c+8)= \square (Simplify your answer.)

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Q. Use the Distributive Property to write an expression equivalent to 4(c+8)4(c+8). Use pencil and paper. Write the algebraic expression 4(c+8)4(c+8) in words. Then write the equivalent expression in words. Describe the similarities and the differences in the two statements.\newline (c+8)=(c+8)= \square (Simplify your answer.)
  1. Perform multiplication: Now, perform the multiplication.\newline4c=4c4 \cdot c = 4c\newline48=324 \cdot 8 = 32\newlineSo, 4(c+8)=4c+324(c+8) = 4c + 32
  2. Algebraic expression in words: Write the algebraic expression in words. \newlineFour times the sum of cc and 88.
  3. Equivalent expression in words: Write the equivalent expression in words.\newlineFour cc plus thirty-two.
  4. Describe similarities and differences: Describe the similarities and differences in the two statements.\newlineBoth statements represent the same mathematical expression. The first statement describes the operation to be performed (multiplication of 44 and the sum of cc and 88), while the second statement describes the result of that operation (4c+324c + 32).

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