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What would be m<BPD? 

 Feb 27, 2016
edited by AnthonyRussel  Feb 27, 2016
edited by AnthonyRussel  Feb 27, 2016

Best Answer 

 #1
avatar+129845 
+5

Connect BC

 

Then m< CBA  = (1/2) minor arc AC   = (1/2)(164)  = 82 = m<CBP

 

And m< DCB  = (1/2) minor arc BD  = (1/2)(146)  = 73  = m< PCB

 

Then PCB  forms a triangle

 

And, by the Exterior Angle Theorem, m<BPD = m< CBP + m<PCB  =  82 + 73  = 155

 

 

cool cool cool

 Feb 27, 2016
 #1
avatar+129845 
+5
Best Answer

Connect BC

 

Then m< CBA  = (1/2) minor arc AC   = (1/2)(164)  = 82 = m<CBP

 

And m< DCB  = (1/2) minor arc BD  = (1/2)(146)  = 73  = m< PCB

 

Then PCB  forms a triangle

 

And, by the Exterior Angle Theorem, m<BPD = m< CBP + m<PCB  =  82 + 73  = 155

 

 

cool cool cool

CPhill Feb 27, 2016

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