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Question
given rectangle lmno below. if lp = 40, find op.
Step1: Recall rectangle diagonals property
In a rectangle, the diagonals are equal in length and bisect each other. So, diagonals \( LN \) and \( MO \) bisect each other at point \( P \). This means \( LP = OP \) because the diagonals bisect each other, so the segments of each diagonal are equal.
Step2: Determine \( OP \) value
Given \( LP = 40 \), using the property from Step 1, we have \( OP = LP \). So, \( OP = 40 \).
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\( 40 \)