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ICSE Class X Math 2016 Paper

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In the given figure below, ADA D is a diameter. OO is the centre of the circle. ADA D is parallel to BCB C and ∠CBD=32∘\angle C B D=32^{\circ}. Find:
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Question : 11 of 57
Marks: +1, -0
∠BED\angle BED
Solution:  
In â–³ABD\triangle ABD
∠ABD=  90∘\angle ABD = \; 90^{\circ}
  (   angle in a semicircle)  \; (\; \text{ angle in a semicircle} ) \;
∠ADB=  32∘\angle ADB = \; 32^{\circ}
∠BAD=  180−(90+32)\angle BAD = \; 180-(90+32)
=  58∘.= \; 58^{\circ} .
∠BAD=  ∠BED\angle BAD = \; \angle BED
(angle in the same segment)
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