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Four missiles are fired at a target. If the probabilities of hitting the target are 0.3, 0.4, 0.5 and 0.6 respectively and if the missiles are fired independently then what will be the probability

i)                    That all the missiles hit the target?

ii)                  That at least one of the four hits the target?

iii)                That exactly one hits the target?

iv)                That exactly 2 hit the target?

Question 2                                                                                                            Marks 10

 

Find the vertex set, the number of edges, the degree of each vertex, total degree of the graph and verify handshaking theorem for the given graph

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Replies to This Discussion

sorry but i think ye solution galt hai.kiun k probabilties 3 nahi 4 hain...aur is may bus 3 hi use howi hain

MTH202

Assignment 05

Question no. 2

,,,,this is solution freinds sabita hafiz jee silent or tamam freinds jo main chat room main madad mang rahay hain,,,,,,main itna hi ker skti hon frnds,,,,

Please send me the correct solution of Q.No.1 of MTH 202(shabbir1915@hotmail.com)

Attachments:

is me galti pakar li hai maine.

Each Vertex Degree:
Deg (V1) = 6, Deg (V2) = 5, Deg (V3) = 6, Deg (V4) = 5, Deg (V5) = 2

Handshaking Theorem:
Total Degree of Graph = 6 + 5 + 6 + 6 + 2

ye dehkin upar 5 diya gaya hai aur Total Degree Graph me 6 aa gaya hai.
this is a mistake.
ap sab is ko correct kar lo, neechay b 5 he aata hai.
this is correct
Total Degree of Graph = 6 + 5 + 6 + 5 + 2

sahi solution kia ha???????/

well friends full solution is here  

               

1st question kisi ka b thek ni ha

Ahan .... to kaise ho ga wo?

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