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We insert the following elements in the following order into an empty red - black tree: P , R , C , Z . Show

We insert the following elements in the following order into an empty red $-$ black tree: P $,$ R $,$ C $,$ Z $.$ Show the resulting tree after each insertion and if there are any violations of the red $-$ black properties, show how that violation is fixed.

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We insert the following elements in the following order into an empty red - black tree: P , R , C , Z . Show

We insert the following elements in the following order into an empty red-black tree: P, R, C, Z. Show the resulting tree after each insertion and if there are any violations of the red-black properties, show how that violation is fixed.

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We insert the following elements in the following order into an empty red $-$ black tree: P $,$ R $,$ C $,$ Z $.$ Show the resulting tree after each insertion and if there are any violations of the red $-$ black properties, show how that violation is fixed.