Question

Asked Sep 26, 2019

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Step 1

a) It is observed from the given graph, that each points in I quadrant are reflected in the IV quadrant.

That is, the graph is symmetric about *x*-axis if a point (*x*, *y*) is on the graph and also another point (*x*, –*y*) exists.

So, the graph (a) is symmetry about ** x-axis**.

Step 2

b) It is observed from the given graph, that each points in I and II quadrant are reflected in the IV and III quadrant, respectively.

That is, the graph is symmetric about *x*-axis if a point (*x*, *y*) is on the graph and also another point (*x*, –*y*) exists.

The graph is symmetric abou...

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