ADCD is a rectangle. The points P, Q. R and S arc midpoints of the sides AD, BC, CD and DA respectively. The two axes of symmetry are: (A) AC and BD (D) PR and SQ (C) AC and PR (D) SQ and BD
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Step-by-step explanation:
Given in rhombus ABCD, AD=7.5 cm.
We know that all sides in a rhombus are equal.
So in rhombus ABCD, AB=BC=CD=DA
Therefore BC=CD=7.5 cm
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