+0  
 
0
811
11
avatar+2498 

enter a detailed question

 Jan 9, 2016

Best Answer 

 #7
avatar+129852 
+5

Yep......you're exactly correct !!!!!!

 

 

cool cool cool

 Jan 9, 2016
 #1
avatar
+5

That handwriting.sad

 Jan 9, 2016
 #2
avatar+2498 
0

yea :D

 Jan 9, 2016
 #3
avatar+2498 
0

i found 0.58 answer

 Jan 9, 2016
 #4
avatar+2498 
+5

independent it is mean: Tom or John will pass the exam not both 

T-   3/10

J-    4/10 

the probability that they will pass is 3/10+4/10=7/10=0.7

the probability that they will both pass is 3/10x4/10=12/100=0.12

 

0,7-0.12=0.58 (D)

 

just a stupid question or my answer is wrong

 Jan 9, 2016
 #5
avatar+129852 
+10

Let's see, Solveit.....

 

P(A and B)  = P(A) * P(B)   [  if A, B  are independent events  ]

 

"At least one" means that we have three possibilities:

 

Let A  = probability that Tom passes= .3  and B = probability that  John passes = .4

 

Both pass  =  P (A and B)  = .3 * . 4  = .12

 

Tom passes, and John doesn't = P (A and not B) =.3 * .6  = .18

 

John passes and Tom doesn't  = P(not A and B)  = .7 * .4   = .28

 

Summing these, we have    .12 + .18 + .28  =  .58    (D)

 

 

 

cool cool cool

 Jan 9, 2016
 #6
avatar+2498 
+5

but what i found then ? :(

 Jan 9, 2016
 #7
avatar+129852 
+5
Best Answer

Yep......you're exactly correct !!!!!!

 

 

cool cool cool

CPhill Jan 9, 2016
 #8
avatar+2498 
0

my answer is correct but not the way 

 Jan 9, 2016
 #9
avatar+129852 
0

Yeah......I see what you mean.....

 

Looking at your approach....you could  compute this as :

 

1  - [Probability that neither pass ]  =

 

1 - [ .7  *  .6]  =  1  - .42   = .58

 

Does that make sense ???

 

 

cool cool cool

 Jan 9, 2016
 #10
avatar+2498 
0

Thanks CPhill i understood everything !

 Jan 9, 2016
 #11
avatar+129852 
0

No prob, Solveit.....!!!!

 

 

 

cool cool cool

 Jan 9, 2016

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