in the figure below, ABCD is a square and P is the midpoint of AD. BP and CP are joined. prove that angle PCB is equal to angle pbc
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quadrilateral ABCD is a square
so,
AB=CD........ sides of square.......(1)
P is midpoint of side AD
so,
AP=PD………..………………………………(2)
in ∆ABP and ∆DCP
AB=CD ………………………………………from 1
<A=<D........………………………………….both 90°
AP=PD………………………………………..from 2
so ∆ABP congruent to ∆DCP
PC=PB………………………………………..(3)
In ∆PCB
PC=PB……………………………………….. from 3
so,
<PCB=<PBC
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so,
AB=CD........ sides of square.......(1)
P is midpoint of side AD
so,
AP=PD………..………………………………(2)
in ∆ABP and ∆DCP
AB=CD ………………………………………from 1
<A=<D........………………………………….both 90°
AP=PD………………………………………..from 2
so ∆ABP congruent to ∆DCP
PC=PB………………………………………..(3)
In ∆PCB
PC=PB……………………………………….. from 3
so,
<PCB=<PBC
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KabeerRRatnakar:
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