. Two identical pieces of string of 20 cm are there. One end of each is marked zero and the other end 20. One string is cut at random. Let x be the distance from zero to the point of cut. The second string is cut at random. Let y be the distance from zero to the point of cut. Find the probability that: e

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1.5.9. Two identical pieces of string of 20 cm are there. One end of each is marked zero and the other end 20. One string is cut at random. Let x be the distance from zero to the point of cut. The second string is cut at random. Let y be the distance from zero to the point of cut. Find the probability that: e @ x
1.5.9. Two identical pieces of string of 20 cm are there. One end of each is marked zero
and the other end 20. One string is cut at random. Let x be the distance from zero to
the point of cut. The second string is cut at random. Let y be the distance from zero to
the point of cut. Find the probability that:
I want to solve these points
(i only V, Vi, Vii, Viii and ix
(ii) x<y,
(i) х<у,
(v) 10 <x< 15,
(viii) x2 + y? < 10,
(iii) x+ys 10,
(vi) 5<ys 20,
(ix) x2 + y2 = 10.
(vii) 5<x< 10 and 10 <y< 20,
%3D
Transcribed Image Text:1.5.9. Two identical pieces of string of 20 cm are there. One end of each is marked zero and the other end 20. One string is cut at random. Let x be the distance from zero to the point of cut. The second string is cut at random. Let y be the distance from zero to the point of cut. Find the probability that: I want to solve these points (i only V, Vi, Vii, Viii and ix (ii) x<y, (i) х<у, (v) 10 <x< 15, (viii) x2 + y? < 10, (iii) x+ys 10, (vi) 5<ys 20, (ix) x2 + y2 = 10. (vii) 5<x< 10 and 10 <y< 20, %3D
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