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The average weight of 47 balls is 4 g. if the weight of the bag (in which the balls are kept) be included; the calculated average weight per ball increases by 0.3 g. What is the weight of the bag?

A. 14.8 g

B. 14.4 g

C. 15 g

D. 18.6 g

E. None of these

Answer: Option E

Solution (By Examveda Team)

Total increased weight
= 0.3 × 47
= 14.1 g

This Question Belongs to Arithmetic Ability >> Average

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Comments (12)

  1. Bijay Biju
    Bijay Biju:
    12 months ago

    Total increased weight
    = 0.3 × 47
    = 14.1 g
    Bag weight= 0.7 g (.4+.3=.7 g)
    Total Bag weight= 14.1+0.7= 14.8 g (Ans)

  2. Rakesh Raki
    Rakesh Raki:
    3 years ago

    18.4 ans

  3. Vishal Verma
    Vishal Verma:
    4 years ago

    Rajesh sarkar :Don't add bag as 48th item

  4. Rajesh Sarkar
    Rajesh Sarkar:
    4 years ago

    4+(47+1)*0.3=18.4

  5. Rajesh Sarkar
    Rajesh Sarkar:
    4 years ago

    Ans should be 18.4
    Avg weight= total weight/Total no
    4=Tw/47
    Tw=188
    Now including avg weight 0.3 with 4 is = 4.3
    48*4.3= 206.4
    So, weight of the bag is 206.4-188= 18.4

  6. Srabon Shaikh
    Srabon Shaikh:
    4 years ago

    18.4 is the answer

  7. GOURAV SANGRAL
    GOURAV SANGRAL:
    4 years ago

    18.4 instead

  8. Akash Deep
    Akash Deep:
    5 years ago

    Don't include 1 in denominator for the bag calculating the new average

  9. Anusha Bhatia
    Anusha Bhatia:
    6 years ago

    total increment in weight is due to bag only
    per ball .3 gm increment
    for 47 balls its
    0.3*47=14.1

  10. Satinder Kaur
    Satinder Kaur:
    7 years ago

    Sorry misread the statement 14.1 is correct ans👍

  11. Satinder Kaur
    Satinder Kaur:
    7 years ago

    I think ans is to be 18.4 instead of 14.1

  12. Roshi Surele
    Roshi Surele:
    8 years ago

    Plzz explain the ans why ans is 14.1

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