Which two expressions are equivalent?

Question

Which two expressions are equivalent?

Responses
A 6(5 + y)

(6 + 5) • (6 + y)6(5 + y ) (6 + 5) • (6 + y )
B 8 • 12 ÷ y

y • 12 ÷ 88 • 12 ÷ y y • 12 ÷ 8
C y + (4 • 11)

(11 • 4) + yy + (4 • 11) (11 • 4) + y
D 13 – 9 + y

13 – (9 + y)
SHOW YOUR WORK

Answer 1

The two expressions that are equivalent are:

A) 6(5 + y)

C) y + (4 • 11)

To show this, we can simplify each expression and see that they are equal:

A) 6(5 + y) = 6 * 5 + 6 * y = 30 + 6y

C) y + (4 • 11) = y + 44

Since there is no way to simplify these expressions further, we can see that 30 + 6y is equivalent to y + 44.

Answer 2

WHATS THE ANSWER

Answer 3

The answer is: A) 6(5 + y) and C) y + (4 • 11) are the two expressions that are equivalent.

Answer 4

If you would like me to pick one expression for you, I would choose A) 6(5 + y) as the equivalent expression to the given options.

Answer 5

Which two expressions are equivalent?

The two expressions that are equivalent are:

WHATS THE ANSWER

The answer is: A) 6(5 + y) and C) y + (4 • 11) are the two expressions that are equivalent.

PICK ONE

If you would like me to pick one expression for you, I would choose A) 6(5 + y) as the equivalent expression to the given options.

YOU SURE

Yes, I am sure. A) 6(5 + y) is equivalent to the given options.