In the figure given, \[AC=BD\] and \[\angle BAC=\angle CDB={{90}^{o}}\] If \[\Delta ABC=\Delta DCB\] by R.H.S. property which of the following is required?

In the figure given, \[AC=BD\] and \[\angle BAC=\angle CDB={{90}^{o}}\

1.	In the figure given, \[AC=BD\] and \[\angle BAC=\angle CDB={{90}^{o}}\] If \[\Delta ABC=\Delta DCB\] by R.H.S. property which of the following is required?
A.	The measure of AB.
B.	The measure of CD.
C.	The measure of BC.
D.	\[AC=BD\]
Answer» D. \[AC=BD\]

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In the figure given, \[AC=BD\] and \[\angle BAC=\angle CDB={{90}^{o}}\] If \[\Delta ABC=\Delta DCB\] by R.H.S. property which of the following is required?

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