Select all of the equations below that are equivalent to: pq = 4 Use properties of equality. Multi-select Choices: (A)6 + pq = 10 (B)pq + 12 = 15 (C)pq + 6 = 8 (D)pq + 4 = 6

Identify Equation: Identify the original equation. pq = 4Analyze Choice (A): Analyze choice (A) to see if it is equivalent to pq = 4. 6 + pq = 10 Subtract 6 from both sides to isolate pq. pq = 10 - 6 pq = 4Analyze Choice (B): Analyze choice (B) to see if it is equivalent to pq = 4. pq + 12 = 15 Subtract 12 from both sides to isolate pq. pq = 15 - 12 pq = 3 This is not equivalent to pq = 4.Analyze Choice (C): Analyze choice (C) to see if it is equivalent to pq = 4. pq + 6 = 8 Subtract 6 from both sides to isolate pq. pq = 8 - 6 pq = 2 This is not equivalent to pq = 4.Analyze Choice (D): Analyze choice (D) to see if it is equivalent to pq = 4. pq + 4 = 6 Subtract 4 from both sides to isolate pq. pq = 6 - 4 pq = 2 This is not equivalent to pq = 4.

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Select all of the equations below that are equivalent to: $\newline$ $pq = 4$ $\newline$ Use properties of equality. $\newline$ Multi-select Choices: $\newline$ (A) $6 + pq = 10$ $\newline$ (B) $pq + 12 = 15$ $\newline$ (C) $pq + 6 = 8$ $\newline$ (D) $pq + 4 = 6$

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Math Problems

Algebra 1

Identify equivalent equations

Full solution

Q. Select all of the equations below that are equivalent to:

\newline

pq = 4

\newline

Use properties of equality.

\newline

Multi-select Choices:

\newline

(A)

6 + pq = 10

\newline

(B)

pq + 12 = 15

\newline

(C)

pq + 6 = 8

\newline

(D)

pq + 4 = 6

Identify Equation: Identify the original equation. $\newline$ $pq = 4$
Analyze Choice (A): Analyze choice (A) to see if it is equivalent to $pq = 4$ . $\newline$ $6 + pq = 10$ $\newline$ Subtract $6$ from both sides to isolate $pq$ . $\newline$ $pq = 10 - 6$ $\newline$ $pq = 4$
Analyze Choice (B): Analyze choice (B) to see if it is equivalent to $pq = 4$ . $\newline$ $pq + 12 = 15$ $\newline$ Subtract $12$ from both sides to isolate $pq$ . $\newline$ $pq = 15 - 12$ $\newline$ $pq = 3$ $\newline$ This is not equivalent to $pq = 4$ .
Analyze Choice (C): Analyze choice (C) to see if it is equivalent to $pq = 4$ . $\newline$ $pq + 6 = 8$ $\newline$ Subtract $6$ from both sides to isolate $pq$ . $\newline$ $pq = 8 - 6$ $\newline$ $pq = 2$ $\newline$ This is not equivalent to $pq = 4$ .
Analyze Choice (D): Analyze choice (D) to see if it is equivalent to $pq = 4$ . $pq + 4 = 6$ Subtract $4$ from both sides to isolate $pq$ . $pq = 6 - 4$ $pq = 2$ This is not equivalent to $pq = 4$ .