A circle of radius 6cm has two tangents ab and cd parallel to each other the distance between the tangents is
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parallel tangents have distance equal to the diameter
radius is 6
so, 6×2=12 cm
harsh9122:
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Answer:
Step-by-step explanation:
AB AND CD ARE TANGENTS TO THE CIRCLE..GIVEN
LET O BE THE CENTER OF THE CIRCLE AND OC AND OA BE THE RADII
THERFORE, OC=OA=6CM....GIVEN
OAB = OCD =90 .... TANGENT THEOREM
OAB+OCD=90+90=180
THEY ARE PAIR OF INTERIOR ANGLES FORMED ON THE SAME SIDE OF THE TRANSVERSAL AC ON LINE AB AND CD.
THEREFORE AB IS PARALLEL TO CD....INTERIOR ANGLE TEST
AC = OA + OC .....A-O-C
AC = 6+6 = 12 CM.
THEREFORE THE DISTANCE BETWEEN TWO PARALLEL TANGENTS OT THE CIRCLE IS 12 cm
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