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Name the property of equality that justifies: (I have to put question into an equation below because I can't get it in this question without it being confusing) A. Addition Property of Equality B. Subtraction Property of Equality C. Multiplication Property of Equality D. Division Property of Equality
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If: \[m <ABC = m <XYZ,\] then \[5 \times m <ABC = 5 \times m <XYZ\]
Okay yes it is still way confusing but I couldn't get the < sign to be sort of slanted and I couldn't find how to put a dot for the times sign. This is the best way I could put it. Hope its not too confusing :/
c
Thanks a bunch!
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