If AB is the diameter of a circle with centre O. AE = 12,
BE = 3 then CD=
a.10
b.12
c.15
d. 9
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AE=12
BE=3
AND AB IS DIAMETER
THEREFORE THE GIVEN TWO SIDE MAKE AN ANGLE OF SEMI CIRCLE WHICH IS 90 DEGREE
NOW IN TRIANGLE AEB
ANGLE E IS 90 DEGREE
THEREFORE BY PYTHAGORAS THEOREM
H^2=B^2+P^2
AB^2=12^2+3^2
AB=√144+9
AB=√153
FOR THE REST ANSWER SEND THE DIAGRAM
gvv25:
if we simplify √144+9 it is 12 +3 =15 so the answer is 15..
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