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    find the value of third quartile if the values of first quartile and quartile deviation are 104 and 108 respectively.

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    is called as half of the difference between upper and lower quartiles.

    Click here👆to get an answer to your question ✍️ INTEXT QUESTION 9.2 1. If the first quartile is 104 and quartile deviation is 18. Find the third quartile

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    INTEXT QUESTION 9.2 1. If the first quartile is 104 and quartile deviation is 18. Find the third quartile

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    Updated on : 2022-09-05

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    [Solved] Find the value of third quartile if the values of first quartile and quartile deviation are 104 and 108 respectively.

    Answer to Find the value of third quartile if the values of first quartile and quartile deviation are 104 and 108 respectively. a) 130 b) 140 c) 120 d) 110

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    Find the value of third quartile if the values of first quartile and quartile deviation are 104

    and 108 respectively.

    a) 130 b) 140 c) 120 d) 110

    Math Statistics and Probability

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    Find the value of the third quartile if the values of the first quartile and quartile deviation are 104 and 18, respectively. a. 130 b. 140 c. 120 d. 110

    Answer to: Find the value of the third quartile if the values of the first quartile and quartile deviation are 104 and 18, respectively. a. 130 b....

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    Find the value of the third quartile if the values of the first quartile and quartile deviation...

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    Question:

    Find the value of the third quartile if the values of the first quartile and quartile deviation are 104 and 18, respectively.

    a. 130 b. 140 c. 120 d. 110

    Inter-Quartile Range:

    The inter-quartile range is the middle

    50 % 50%

    of the data values. It is the difference between the third quartile i.e. the

    75 t h 75th

    percentile and first quartile i.e. the

    25 t h 25th percentile.

    Answer and Explanation:

    We have: The first quartile, Q 1 = 104 Q1=104 Quartile deviation, Q d = 18 Qd=18

    As per the formula for the inter-quartile deviation:

    Q d = Q 3 − Q 1 2 18 = Q 3 − 104 2 Q 3 = 140

    Qd=Q3−Q1218=Q3−1042Q3=140

    Therefore:

    The value of the third quartile is

    b) 140 b) 140 .

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