Two circles are drawn with sides ab and ac of a triangle ABC as diameter circles intersect at point D then options a a A Angle ADB and angle ADC are equal option B angle ADB and angle ADC are complementary e option C points a points b d c are collinear option
d none of this
Answers
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16
Answer:
option A is correct.
Angle ADB and angle ADC are equal because angle in a semi circle is a right angle and both of them are angles in semi circles, hence both are right angles.
Answered by
2
Given:
Two circles of side ab and ac of a triangle ABC as diameter
Explanation:
- In the given two circles the angle ADB and angle ADC are equal due to angle in a semi circle is a right angle and
- In the circle both of them are angles in semi circles, and hence both are right angles.
Answer - Option A is correct
Angle ADB and angle ADC are equal
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