That's a pretty easy one... I have the following equality : a⋅yb⋅x=CD and I want to leave y alone so I move "b⋅x" to the other side
a⋅y=(C⋅b⋅x)D
and then "a"
y=(C⋅b⋅x)Da.
Where is my mistake? I should be getting y=(b⋅C⋅x)(a⋅D).
I know that the mistake I am making is something very stupid, but can't work it out. Any help? Cheers!
Answer
No mistake was made. Observe that:
y=(CbxD)a=CbxD÷a=CbxD×1a=CbxDa=bCxaD
as desired.
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