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Mayawati Morar
Mayawati Morar
Asked: 3 years ago2022-10-30T02:29:17+05:30 2022-10-30T02:29:17+05:30In: Probability

There are 9 Black pen, 5 red pen and 3 blue pen if 2 pen are selected blindly, find probability of getting both are red pen or blue pen.
1. 13/136
2. 13/304
3. 11/338
4. 15/288

There are 9 Black pen, 5 red pen and 3 blue pen if 2 pen are selected blindly, find probability of getting both are red pen or blue pen.
1. 13/136
2. 13/304
3. 11/338
4. 15/288
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  1. 2bd3a
    2022-10-29T16:13:51+05:30Added an answer about 3 years ago

    Correct Answer – Option 1 : 13/136

    Given:

    Black pen = 9

    Red pen = 5

    Blue pen = 3

    Formula used:

    nCr = n!/((n-r)! × r!)

    Calculation:

    Let S be the sample space then,

    n(S) = number of way of selecting 2 pens out of 17 pens

    ⇒ n(S) = 17C2 = 17!/((17– 2)! × 2!)

    ⇒ (17 × 16)/2

    ⇒ 136

    Let E be the event of getting both are red or blue pen

    n(E) = 5C2 + 3C2

    ⇒ (5 × 4)/2 + (3 × 2)/2

    ⇒ 10 + 3

    ⇒ 13

    P(E) = n(E)/n(S)

    = 13/136

    ∴ The probability of getting both are red pen or blue pen is 13/136.

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