Which of the following is not a true statement about solving two-step equations?

A.

Two-step equations require the addition property of equality to solve.

B.

Two-step equations require the multiplication property of equality to solve.

C.

Two-step equations require all numbers to be whole numbers in order to solve.

D.

Two-step equations can be solved even with coefficients that are fractions

Question

Which of the following is not a true statement about solving two-step equations?






A. 


Two-step equations require the addition property of equality to solve. 




B. 


Two-step equations require the multiplication property of equality to solve. 




C. 


Two-step equations require all numbers to be whole numbers in order to solve. 




D. 


Two-step equations can be solved even with coefficients that are fractions

mathlegend · Answer

Can two step equations be solved with things such as 1/2x + 3 = 11
Where the coefficient is a fraction?

mathlegend · Answer

@InfinitiAngel ?

mathlegend · Answer

That is not the answer @InfinitiAngel

mathlegend · Answer

I'm trying to let us use the process of elimination to get the answer

anonymous · Answer

yea thats the right answer

mathlegend · Answer

It says which is not true about solving two step equations. It is very much legal to have fractions involved. Which I clearly showed you @InfinitiAngel

mathlegend · Answer

However, if you want that as your answer I will not argue. You are entitled to believe what you will.