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D) 3cm
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Answered by
5
HERE IS THE ANSWER FOR YOUR QUESTION;
◆The answer is D)3cm.◆
◆◆PROOF◆◆
WE know that OP=OQ 【Radius of same circle】........1)
Also, AP=AQ. 【By theorem】..........2)
And The perimeter of OPAQ is 26cm .......3)
And AP is 26. ........4)
By using 2) equation and 4) Equation.
we get.
AP=QA=10cm.
So, 26-20=6cm.
But OP=OQ by 1)
so,
OP=OQ= Diameter of the circle 【If assumed as straight】
So,
OP=OQ=6÷2
=3cm.
Hope it helps
◆The answer is D)3cm.◆
◆◆PROOF◆◆
WE know that OP=OQ 【Radius of same circle】........1)
Also, AP=AQ. 【By theorem】..........2)
And The perimeter of OPAQ is 26cm .......3)
And AP is 26. ........4)
By using 2) equation and 4) Equation.
we get.
AP=QA=10cm.
So, 26-20=6cm.
But OP=OQ by 1)
so,
OP=OQ= Diameter of the circle 【If assumed as straight】
So,
OP=OQ=6÷2
=3cm.
Hope it helps
Answered by
1
Hey,
Ur answer is 3cm.
See....
OP=OQ(radius of the same circle)
AP=AQ(Triangle AOP is congruent to triangle AOQ)
So, now,
Since, perimeter =26cm.
So, OP+OQ+AP+AQ=26
Let OP=OQ be X,
So,
x+x+10+10=26 (AP=AQ=10)
2x=26-20
x=6/2
x=3cm.
Therefore the radius is 3cm.
Hope this helps you buddy!!
PLZ MARK AS BRAINLEST PLZ!!!!!!!!!!!!! :-))
Ur answer is 3cm.
See....
OP=OQ(radius of the same circle)
AP=AQ(Triangle AOP is congruent to triangle AOQ)
So, now,
Since, perimeter =26cm.
So, OP+OQ+AP+AQ=26
Let OP=OQ be X,
So,
x+x+10+10=26 (AP=AQ=10)
2x=26-20
x=6/2
x=3cm.
Therefore the radius is 3cm.
Hope this helps you buddy!!
PLZ MARK AS BRAINLEST PLZ!!!!!!!!!!!!! :-))
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