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A Gift box contains 10 bangles, of which average weight of first 4 bangles is 74 grams and the average weight of remaning 6 bangles is 75 grams. Find the average weight of the total bangles.(in grams)
Average weight of first 4 bangles = 74 grams
=> Weight of first 4 bangles = $$74\times4=296$$ grams
Similarly, weight of remaining 6 bangles = $$75\times6=450$$ grams
$$\therefore$$ Average weight of the total bangles = $$\frac{296+450}{10}=74.6$$ grams
=> Ans - (B)
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