Given #g(x)=-log(x)#, how do you describe the transformation?

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Answer 1 · 2016-06-06T20:11:35

I will take a graphical approach to show you.

Here is the graph of #y = log(x)#

enter image source here

Here is the graph of #y = -logx#

enter image source here

What was done to #y = log(x)# to give #y = -log(x)#?

The graph shows that it was a reflection over the x axis.

Hopefully this helps!