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80 POINTS PLEASE HELP



Question 1

3y; y+y+y


What is the result if you evaluate each expression for y=2?


They are both 6.


They are both 5.


One is 5, and the other is 6.


One is 5, and the other is 8.



Question 3


2z+3z


Choose the equivalent expression.


6z


5z


1z


5(z+1)


Part 2


2z+3z


Evaluate the expression when z=7.


_____


Question 4

Consider the expressions 6x and 3(x+2).


Evaluate each expression for x=2. What can you say about the expressions and results?


The expressions are not equivalent, but the answers are the same when x=2.


The expressions are not equivalent, and the answers are different when x=2.


The expressions are equivalent, but the answers are different when x=2.


The expressions are equivalent, and the answers are the same when x=2.


Question 7


Select all the statements that are true.


___ 116b is equivalent to 16b.


___ 14b+13b is equivalent to 27b.


___ 13(b+7) is equivalent to 13b+73.


___ b+0.3+4b is equivalent to 5b+0.3.


Question 8

Select all the statements that explain why 7x+2x and 4x+5x both equal 18 when x=2.


___ Both expressions simplify to 9x when like terms are combined.


___ Both expressions simplify to 5x when like terms are combined.


___The expressions are equivalent, because 7x−2x=5x which is part of the second expression.


___ The expressions are equivalent, because when you combine like terms in each, the result is the same.


Question 10

Consider the expressions 2(x+2) and 2x+2.


Evaluate each expression for x=4. What can you say about the expressions and results?


The expressions are equivalent, but the answers are different when x=4.


The expressions are equivalent, and the answers are the same when x=4.


The expressions are not equivalent, but the answers are the same when x=4.


The expressions are not equivalent, and the answers are different when x=4.

Verified Answer :

Question 1
3y; y+y+y
3y = 3(2) = 6
y+y+y = 2+2+2 = 6

anwser: 
They are both 6.

Question 3

2z+3z

answer:  
5z

part 2

2z+3z

Evaluate the expression when z=7.

2(7)+3(7) = 14 + 21 = 35

Question 4
Consider the expressions 6x and 3(x+2).

Evaluate each expression for x=2.

6x = 6(2) = 12
3(x+2) = 3(2+2) = 3*4=12

answer: 
The expressions are not equivalent, but the answers are the same when x=2.

Question 7

Select all the statements that are true.

_F__ 116b is equivalent to 16b.

_F__ 14b+13b is equivalent to 27b.

__F_ 13(b+7) is equivalent to 13b+73.

_T__ b+0.3+4b is equivalent to 5b+0.3.

Question 8
Select all the statements that explain why 7x+2x and 4x+5x both equal 18 when x=2.

7x+2x = 7(2) + 2(2) = 14 +4 =18  .......(9x)
and
4x+5x 4(2) +5(2) = 8+10 =18 .....(9x)

Answer:
___ Both expressions simplify to 9x when like terms are combined.

___ The expressions are equivalent, because when you combine like terms in each, the result is the same.

Question 10
Consider the expressions 2(x+2) and 2x+2.
Evaluate each expression for x=4.

 2(x+2) = 2(4+2) = 12  ..................(2x+4)
 2x+2= 2(4)+2 = 10  ......................(2x+2)

answer: 
The expressions are not equivalent, and the answers are different when x=4.

Answer:

Select the equivalent expression.

Step-by-step explanation:

Question 7

Select all the statements that are true.

___ 116b is equivalent to 16b.

___ 14b+13b is equivalent to 27b.

___ 13(b+7) is equivalent to 13b+73.

___ b+0.3+4b is equivalent to 5b+0.3.

Question 8

Select all the statements that explain why 7x+2x and 4x+5x both equal 18 when x=2.

___ Both expressions simplify to 9x when like terms are combined.

___ Both expressions simplify to 5x when like terms are combined.

___The expressions are equivalent, because 7x−2x=5x which is part of the second expression.

___ The expressions are equivalent, because when you combine like terms in each, the result is the same.

Question 10

Consider the expressions 2(x+2) and 2x+2.

Evaluate each expression for x=4. What can you say about the expressions and results?

The expressions are equivalent, but the answers are different when x=4.

The expressions are equivalent, and the answers are the same when x=4.

The expressions are not equivalent, but the answers are the same when x=4.

The expressions are not equivalent, and the answers are different when x=4.