The figure shows a circle with centre O, in which OE ⊥ CD. If CD =8 cm and EB =2 cm, then find the radius of the circle.A. 2 cmB. 5 cmC. 10 cmD. 8 cm
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In the given figure, O is the centre of a circle of radius r cm, OP and OQ are perpendiculars to PQ=1cm, If AB∥CD,AB=6cm and CD=8cm, then determine r
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![In the figure, \\[\\angle A = \\angle CED\\], $CD = 8cm$, $CE = 10cm$, $BE = 2cm$, $AB = 9cm$, $AD = b$ and $DE = a$. The value of $a +](https://www.vedantu.com/question-sets/6e319b62-53c5-4947-99c8-932138c4620e1248298436989779793.png "In the figure, \\[\\angle A = \\angle CED\\], $CD = 8cm$, $CE = 10cm$, $BE = 2cm$, $AB = 9cm$, $AD = b$ and $DE = a$. The value of $a +")
In the figure, \\[\\angle A = \\angle CED\\], $CD = 8cm$, $CE = 10cm$, $BE = 2cm$, $AB = 9cm$, $AD = b$ and $DE = a$. The value of $a +
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