Select all of the equations below that are equivalent to: 3 = b + 15 Use properties of equality. Multi-select Choices: (A)8 = 5 + b + 15 (B)6 = 3 + b + 15 (C)9 = b + 15 + 6 (D)20 = 17 + b + 15

Simplify equation for b: Simplify the original equation to isolate b: 3 = b + 15. Subtract 15 from both sides to find b. Calculation: 3 - 15 = b, b = -12 Check choice (A): Check each choice to see if substituting b = -12 results in a true statement. Start with choice (A): 8 = 5 + b + 15. Substitute b = -12: 8 = 5 - 12 + 15. Calculation: 8 = 8 Check choice (B): Check choice (B): 6 = 3 + b + 15. Substitute b = -12: 6 = 3 - 12 + 15. Calculation: 6 = 6 Check choice (C): Check choice (C): 9 = b + 15 + 6. Substitute b = -12: 9 = -12 + 15 + 6. Calculation: 9 = 9 Check choice (D): Check choice (D): 20 = 17 + b + 15. Substitute b = -12: 20 = 17 - 12 + 15. Calculation: 20 = 20

Resources

Testimonials

Plans

Resources

Testimonials

Plans

AI tutor

Welcome to Bytelearn!

Let’s check out your problem:

Select all of the equations below that are equivalent to: $\newline$ $3 = b + 15$ $\newline$ Use properties of equality. $\newline$ Multi-select Choices: $\newline$ (A) $8 = 5 + b + 15$ $\newline$ (B) $6 = 3 + b + 15$ $\newline$ (C) $9 = b + 15 + 6$ $\newline$ (D) $20 = 17 + b + 15$

View step-by-step help

Home

Math Problems

Algebra 1

Identify equivalent equations

Full solution

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

\newline

3 = b + 15

\newline

Use properties of equality.

\newline

Multi-select Choices:

\newline

(A)

8 = 5 + b + 15

\newline

(B)

6 = 3 + b + 15

\newline

(C)

9 = b + 15 + 6

\newline

(D)

20 = 17 + b + 15

Simplify equation for b: Simplify the original equation to isolate $b$ : $3 = b + 15$ . Subtract $15$ from both sides to find $b$ . Calculation: $3 - 15 = b$ , $b = -12$
Check choice (A): Check each choice to see if substituting $b = -12$ results in a true statement. Start with choice (A): $8 = 5 + b + 15$ . Substitute $b = -12$ : $8 = 5 - 12 + 15$ . Calculation: $8 = 8$
Check choice (B): Check choice (B): $6 = 3 + b + 15$ . Substitute $b = -12$ : $6 = 3 - 12 + 15$ . Calculation: $6 = 6$
Check choice (C): Check choice (C): $9 = b + 15 + 6$ . Substitute $b = -12$ : $9 = -12 + 15 + 6$ . Calculation: $9 = 9$
Check choice (D): Check choice (D): $20 = 17 + b + 15$ . Substitute $b = -12$ : $20 = 17 - 12 + 15$ . Calculation: $20 = 20$