Math, asked by pearl0418, 10 months ago

pls solve with explanation​

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Answered by pr6022203
0

Answer:

AP = AR {from an external }. point are equal. BP = BQ step no 3

CQ =CR step no 4

AC = Ap+BP step no 5

from 1,2,3,4,5

AP+Cq, AC - CQ. step -6

AB = Ap+BQ

AP= ab = BQ

from 6 and 7

ab- Bq = Ac -cq AB+CQ = AB AC +Bq

Answered by Lokendra05s
0

Q is the mid-point of BC

Step-by-step explanation:

B is produced from O to R

B is produced from O to R Draw line O to Q

B is produced from O to R Draw line O to Q prove that RC =1/2 QO

B is produced from O to R Draw line O to Q prove that RC =1/2 QO

B is produced from O to R Draw line O to Q prove that RC =1/2 QO As O is the mid-point of BR

B is produced from O to R Draw line O to Q prove that RC =1/2 QO As O is the mid-point of BR [by the converse of mid-point theorem ]

B is produced from O to R Draw line O to Q prove that RC =1/2 QO As O is the mid-point of BR [by the converse of mid-point theorem ]In ∆ BRC, O is the mid-point of B and OQ\\RC

B is produced from O to R Draw line O to Q prove that RC =1/2 QO As O is the mid-point of BR [by the converse of mid-point theorem ]In ∆ BRC, O is the mid-point of B and OQ\\RC Q is mid-point of BC

B is produced from O to R Draw line O to Q prove that RC =1/2 QO As O is the mid-point of BR [by the converse of mid-point theorem ]In ∆ BRC, O is the mid-point of B and OQ\\RC Q is mid-point of BC ( Hence proved

B is produced from O to R Draw line O to Q prove that RC =1/2 QO As O is the mid-point of BR [by the converse of mid-point theorem ]In ∆ BRC, O is the mid-point of B and OQ\\RC Q is mid-point of BC ( Hence provedby the converse mid-point theorm)

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