Select the expressions that are equivalent to 6b + 6b. Multi-select Choices: (A)3b + 6b + 3b (B)7b + 6b (C)2b + 4b + 6b (D)b + 12

Simplify expression: Step 1: Simplify the given expression 6b + 6b. Calculation: 6b + 6b = 12b.Compare with choice (A): Step 2: Compare the simplified expression with choice (A) 3b + 6b + 3b. Calculation: 3b + 6b + 3b = 12b.Compare with choice (B): Step 3: Compare the simplified expression with choice (B) 7b + 6b. Calculation: 7b + 6b = 13b.Compare with choice (C): Step 4: Compare the simplified expression with choice (C) 2b + 4b + 6b. Calculation: 2b + 4b + 6b = 12b.Compare with choice (D): Step 5: Compare the simplified expression with choice (D) b + 12. Calculation: b + 12 is not equivalent to 12b, as it lacks the b term multiplied by 12.

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Select the expressions that are equivalent to $6b + 6b$ . $\newline$ Multi-select Choices: $\newline$ (A) $3b + 6b + 3b$ $\newline$ (B) $7b + 6b$ $\newline$ (C) $2b + 4b + 6b$ $\newline$ (D) $b + 12$

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Math Problems

Algebra 1

Identify a sequence as explicit or recursive

Full solution

Q. Select the expressions that are equivalent to

6b + 6b

\newline

Multi-select Choices:

\newline

(A)

3b + 6b + 3b

\newline

(B)

7b + 6b

\newline

(C)

2b + 4b + 6b

\newline

(D)

b + 12

Simplify expression: Step $1$ : Simplify the given expression $6b + 6b$ . $\newline$ Calculation: $6b + 6b = 12b$ .
Compare with choice (A): Step $2$ : Compare the simplified expression with choice (A) $3b + 6b + 3b$ . Calculation: $3b + 6b + 3b = 12b$ .
Compare with choice (B): Step $3$ : Compare the simplified expression with choice (B) $7b + 6b$ . $\newline$ Calculation: $7b + 6b = 13b$ .
Compare with choice (C): Step $4$ : Compare the simplified expression with choice (C) $2b + 4b + 6b$ . Calculation: $2b + 4b + 6b = 12b$ .
Compare with choice (D): Step $5$ : Compare the simplified expression with choice (D) $b + 12$ . Calculation: $b + 12$ is not equivalent to $12b$ , as it lacks the $b$ term multiplied by $12$ .