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In this figure BD = passing through center o. And AB=12 and AC=8 find the reading of circle
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Asked by njha25901 | 19 May, 2020, 07:20: AM
answered-by-expert Expert Answer
In the figure, AB=12 and AC=8
To find the radius of the circle.
Using tangent secant segment theorem, we have
AB2 = AC x AD
122 = 8 x AD
AD = 144/8 = 18
Triangle ABD is a right angled triangle right angle at B
Using Pythagoras theorem, we have
AD2 = AB2 + BD2
182 = 122 + BD2
BD2 = 324 - 144
BD2 = 180
BD equals square root of 180 equals 6 square root of 5 Therefore comma space radius space of space the space circle space BO equals BD over 2 equals 3 square root of 5
Answered by Renu Varma | 21 May, 2020, 10:41: AM

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In this figure BD = passing through center o. And AB=12 and AC=8 find the reading of circle
question image
Asked by njha25901 | 19 May, 2020, 07:20: AM
ANSWERED BY EXPERT ANSWERED BY EXPERT
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