Question 1209128: From a point ๐ฟ outside a circle, we drew tangents to the circle at points ๐ด and B. From the same point L, we also drew a secant to the circle passing through points g and D, where point g lies between L and D. We selected apoint k on the chord BD such that the measure of the angle โ (๐๐ด๐ท) = โ (๐ฟ๐ตg)
Find the following ratio:Measureย ofย โ (๐พ๐ต๐ท):Measureย ofย โ (๐ฟ๐ด๐)
Answer by greenestamps(13198)   (Show Source):
You can put this solution on YOUR website!
The problem is very probably stated incorrectly.
(Or, if it is stated correctly, then it is a joke.)
If point K is on chord BD, then angle KBD is zero, so the ratio of the measure of angle KBD to the measure of any other angle is zero.
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