If a point C lies between two points A and B such that AC=BC, then prove that

AC=1/2 AB

given:-line segmentA B having mid point c such that AC=BC

to proove:- AC=1/2AB

proof:-AC=BC (GIVEN) EQUATION 1

AC+BC=AB (GIVEN THAT C IS THE MID POINT OF AB) EQUATION 2

from equation one and two we get

AC+AC=AB

2AC=AB

AC=1/2AB

HENCEPROOVED

H

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GIVEN:-LINE SEGMENT AB HAS THE MID POINT C 
TO PROVE:-AC=1/2AB
​PROOF:-AC=BC{GIVEN}
AC+AC=AB
2AC=AB
AC=1/2AB
:HENCE PROVED
 
  • 1
given;C is the midpoint of AB
to prove;AC=1/2AB
AC=BC{GIVEN}
​AC=ACequation1
AB=AC+AB{AS C is mid point of AB}equation2
by adding ​equation 1&2
AC+AC=AB
2AC=AB
AC=1/2AB
 
  • 0
all of above
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