Prove that O is equidistant from A,B, and D.
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Prove that O is equidistant from A,B, and D.
Verified answers pls and no spamming no unwanted
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Answer:
[tex]given[/tex]
A right angled triangleABC
O is the midpoint of AC
[tex]to \: prove[/tex]
O IS THE EQUIDISTANT from A,B and c
OA=OB=OC
CONSTRUCTION[:]
Draw a line from A parallel to BC and
Draw a line from C parallel to BA
let them meet at point D
JOIN OD
[tex]proof[/tex]
In ABCD,
AB//DC and BC//AD
øpposite sides r parallel
ABCD is a parallelogram
[tex]we \: know \: that[/tex]
ADJACENT ANGLES OF a PARALLELOGRAM R Supplementary
✓B+✓C=180°
90°+✓C=180°
✓C=180°-90°
✓C=90°
ùr ãñswer
Answer:
given
A right angled triangleABC
O is the midpoint of AC
to \: provetoprove
O IS THE EQUIDISTANT from A,B and c
OA=OB=OC
CONSTRUCTION[:]
Draw a line from A parallel to BC and
Draw a line from C parallel to BA
let them meet at point D
JOIN OD
proofproof
In ABCD,
AB//DC and BC//AD
øpposite sides r parallel
ABCD is a parallelogram
we \: know \: thatweknowthat
ADJACENT ANGLES OF a PARALLELOGRAM R Supplementary
✓B+✓C=180°
90°+✓C=180°
✓C=180°-90°
✓C=90°
ùr ãñswer
hope it will help you