if point C lies between two points A and B such that AC is equals to BC prove that AC is equals to half of AB
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Answered by
10
Given: A point C lies between two points A and B.
AC = CB
To prove: AC=1/2AB
Proof: Point C lies between two points A and B (given).
So, AC+ BC = AB.
⇒AC+AC=AB.............. [AC=BC]⇒2AC = AB⇒AC =1/2AB
Hence proved.
AC = CB
To prove: AC=1/2AB
Proof: Point C lies between two points A and B (given).
So, AC+ BC = AB.
⇒AC+AC=AB.............. [AC=BC]⇒2AC = AB⇒AC =1/2AB
Hence proved.
Answered by
1
ATQ. AC=BC
AND WE KNOW AC + BC = AB
SO AC + AC = AB
2AC = AB
AC = AB/2
AND WE KNOW AC + BC = AB
SO AC + AC = AB
2AC = AB
AC = AB/2
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