00:01
In this question, we have to find the segment yz in this circle.
00:05
Here, x, y, segment is given as six units.
00:09
It is this length.
00:12
And xw is given as 10 units.
00:19
This complete segment, x, z, here can be written as the addition of x, y, plus y.
00:29
From here, x, z is called to x, x, y is given as.
00:32
6 units plus y z y z here is given as 2x plus 12 units simplifying it we get the length of secant x z is equals to 2x plus 18 units now the length of this secant xv here can be written as the addition of x w plus w that is the addition of these two segments x w and w v x w x w is given as stand units plus a length of this segment w v is given as x plus three units now simplifying it we get xv is equals to x plus 30 now we will use the intersecting secant theorem in this question for instance in this by intersecting sequent theorem, pa times pb is equal to pc times pt.
01:46
Now coming to our portion here in this circle by intersecting sequent theorem, we can write xy times x z will be equal to xw times xv...