ABCD is a square P,Q and R are the points on AB, BC and CD respectively; such that AP=BQ=CR.
Hence, PB=QC
If the above statement is true then mention answer as 1, else mention 0 if false

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Solution

Given: $A B = B C$ (ABCD is a square)
$A P = B Q$ (Given)
$A B - A P = B C - B Q$
Hence, $P B = Q C$

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ABCD is a square P,Q and R are the points on AB, BC and CD respectively; such that AP=BQ=CR. Hence, PB=QCIf the above statement is true then mention answer as 1, else mention 0 if false

Given: AB=BC (ABCD is a square)AP=BQ (Given)AB−AP=BC−BQHence, PB=QC

ABCD is a square P,Q and R are the points on AB, BC and CD respectively; such that AP=BQ=CR.
Hence, PB=QC
If the above statement is true then mention answer as 1, else mention 0 if false

Given: $A B = B C$ (ABCD is a square)
$A P = B Q$ (Given)
$A B - A P = B C - B Q$
Hence, $P B = Q C$