Math, asked by riyashinde25, 29 days ago

1) एका पिशवीत 5 पांडरे चेंडू आणि काही निळे चेंडू आहेत, जर निळा चेंडू काहण्याची संभाव्यता पांढरा
चेंडू काढण्याच्या संभाव्यतेपेक्षा दुप्पट असेल, तर पिशवीतील निळ्या चेंडूची संभाव्यता काढा.​

Answers

Answered by RvChaudharY50
67

Given :- There are 5 white balls and some blue balls in a bag, if the probability of hitting a blue ball is double the probability of drawing a white ball, then find the probability of a blue ball in the bag ?

Solution :-

Let us assume that total blue balls in the bag are x .

so,

→ Total balls in the bag = (5 + x) balls .

A/q,

→ Probability of hitting a blue ball = 2 * Probability of hitting a white ball .

→ x/(5 + x) = 2{5/(5 + x)}

→ x/(5 + x) = 10/(5 + x)

→ x = 10 .

then,

→ Probability of a blue ball in the bag = 10/(10+5) = 10/15 = (2/3) (Ans.)

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Answered by amitnrw
1

Given : एका पिशवीत 5 पांढरे चेंडू आणि काही निळे चेंडू आहेत .जर निळा चेंडू काढण्याची सभव्याता पांढरा चेंडू काढण्याच्या सभव्यायतेपेक्षा दुपट असेल

There are 5 white balls and some blue balls in one bag.

the probability of removing the blue ball is twice the probability of removing the white ball

To Find : Probability of removing blue ball from the the bag

पिशवीतील निळ्या चेंडूची संभ्यवत्या काढा​

Solution:

P (W)  = x

P(B ) = 2 P(W)

=> P(B ) = 2x

P(B) + P(W)  = 1   as only blue and white balls in the bag

=> 2x  +x   = 1

=> 3x  = 1

=> x = 1/3

=> 2x = 2/3

=> P(B)  = 2/3

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