Question

find the value of x and y in given figure . o is the centre of circle


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Answer 1

Answer:

OAB IS A RIGHT ANGLE TRIANGLE

Step-by-step explanation:

(OA) SQUARE + AB SQUARE = OB SQUARE

30) SQUARE+ 16) SQUARE=OB SQUARE

900+ 256= OB SQUARE

1156 =OB SQUARE

OB = 34

X=34cm

OC = RADIUS 30 cm

again

OB SQUARE = OC SQUARE+. CB SQUARE

34. SQUARE = 30 SQUARE + CB SQUARE

16 SQUARE

NOW YOU CAN SEE BOTH CONDITIONS ARE SAME

CB = 16cm

Y=16cm

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