apply the associative and comutative propertie to generate an expression equivalent 2 (a + 5) + 4 (2a + 3) - 10 a. 9a + 12 b. 10a + 22 c. 10a + 12 d. 12a + 10

Answer 1

To apply the associative and commutative properties to generate an equivalent expression, we will first simplify the given expression:

2(a + 5) + 4(2a + 3) - 10a
= 2a + 10 + 8a + 12 - 10a
= (2a + 8a - 10a) + (10 + 12)
= 0a + 22
= 22

Therefore, the equivalent expression is 22.

None of the provided answer choices match this result, so there may be a mistake in the options given.

Answer 2

apply the associative and commutative properties to generate an expression equivalent 2 (a + 5) + 4 (2a + 3) - 10 a. 9a + 12 b. 10a + 22 c. 10a + 12 d. 12a + 10

Answer 3

To apply the associative and commutative properties to generate an equivalent expression, we will first simplify the given expression:

2(a + 5) + 4(2a + 3) - 10a
= 2a + 10 + 8a + 12 - 10a
= 2a + 8a - 10a + 10 + 12
= (2a + 8a - 10a) + (10 + 12)
= 0a + 22
= 22

Therefore, the equivalent expression is 22.

None of the provided answer choices match this result.

Answer 4

choose one

Answer 5

In this case, if we have to choose from the provided options, the closest option would be:

c. 10a + 12

However, please note that the simplified equivalent expression for 2(a + 5) + 4(2a + 3) - 10a is 22, which does not match any of the given options.