The average weight of 5 quantities is 10 kg and the average weight of 3 of them is 9 kg, what is the average weight of remaining 2? (A) 6 kg
(B) 6.5 kg
(C) 7 kg
(D) 6.25 kg
Answers
Answer:
Correct option is
D
89.85kg
Difference in weight =87−78=9kg
∴ Correct average weight =89.4+
20
9
=89.4+0.45=89.85kg
Step-by-step explanation: and
its 6.25kg
The average weight of remaining two quantities = 11.5 kg
Correct question : The average weight of 5 quantities is 10 kg and the average weight of 3 of them is 9 kg, what is the average weight of remaining 2? (A) 6 kg
(B) 11.5 kg (C) 7 kg (D) 6.25 kg
Given :
The average weight of 5 quantities is 10 kg and the average weight of 3 of them is 9 kg
To find :
The average weight of remaining two quantities
(A) 6 kg
(B) 11.5 kg
(C) 7 kg
(D) 6.25 kg
Solution :
Step 1 of 3 :
Calculate total weight of 5 quantities
Here it is given that the average weight of 5 quantities is 10 kg
∴ Total weight of 5 quantities
= 5 × 10 kg
= 50 kg
Step 2 of 3 :
Calculate total weight of remaining two quantities
The average weight of 3 of them is 9 kg
∴ Total weight of 3 of them
= 3 × 9 kg
= 27 kg
∴ Total weight of remaining two quantities
= 50 kg - 27 kg
= 23 kg
Step 3 of 3 :
Calculate average weight of remaining two quantities
∴ Average weight of remaining two quantities
= 23/2 kg
= 11.5 kg
Hence the correct option is (B) 11.5 kg
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