The answers to the question about the equations are as follows:
1) A. Only add to or remove from one side.
2) B. No
1) As can be seen, the equations' left sides vary, while their right sides remain the same.
We must eliminate the difference in order to make them equal.
Formula A: 5x -2 + x = x -4
Formula B. 5x + x = x- 4
Equation B is created by multiplying the left side of equation A by 2.
The available response in this instance is:
A. Only increase or decrease an amount from one side.
2) The answers to the equations will differ since they are not identical.
Answer option:
B. No
The question was incomplete. The complete question was as follows:
Give two answers about Equations A and B:
A. 5x-2+x = x-4
B. 5x+x = x-4
1) From Equation A, how do we derive Equation B?
A. Only increase or decrease an amount from one side.
B. Increase/decrease the same amount on both sides.
C. Use the distributive principle to rewrite one (or both) sides.
D. Rewrite one (or both) sides using similar wording.
2) Are the equations equal in the light of the initial response? Do they share the same solution, in other words?
(1) Yes (2) No
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