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Test Index
Geometry Practice Test 1
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© examsnet.com
Question : 15
Total: 40
Find the radius of a circle, if the length of the chord in a circle is 70 cm long and the perpendicular bisector of the chord from the centre is 12 cm long.
35.6 cm
47 cm
42.73 cm
37 cm
39.9 cm
Validate
Solution:
👈: Video Solution
In ΔOAC,
OA = radius =
√
O
C
2
+
A
C
2
=
√
12
2
+
(
70
2
)
2
OA =
√
144
+
1225
OA =
√
1369
OA = 37 cm
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https://www.youtube.com/watch?v=0Gii1jZwURg&t=00h43m03s&list=PLJAZj2grKHUN3KNOFp7GDPfpUjq-YyQHu
Answer Type :
Checkbox
Radio
Table Radio
Text Box
No Choice
Correct Answer :
3
Has Paragraph
:
Yes
No
Is Question Verified
:
Yes
No
Video Id
:
Video Start time:(1h23m30s)
Playlist Id(+ChannelID)
Solution :
{LI}
<li>
<ul>
<ol>
TEX
STEX
TEX
STEX
Java
<CD>
FR
<div class="hscrollenable"><span <br> In ΔOAC, <br> OA = radius =
√
O
C
2
+
A
C
2
<br> =
√
12
2
+
(
70
2
)
2
<br> OA =
√
144
+
1225
<br> OA =
√
1369
<br> OA = 37 cm <br>
R
TEX
STEX
© examsnet.com
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