Math, asked by Bittu1148, 8 months ago

The average revenues of 11 consecutive years of a company is Rs 77 lakhs. If the average of first 6 years is Rs 72 lakhs and that of last 6 years is Rs 84 lakhs, What is the revenue for the Sixth year.

A) Rs 91 lakhs B) Rs 87 lakhs C) Rs 85 lakhs D) Rs 89 lakhs

Answers

Answered by itzshrutiBasrani
5

Correct Question:

The average revenues of 11 consecutive years of a company is Rs 77 lakhs. If the average of first 6 years is Rs 72 lakhs and that of last 6 years is Rs 84 lakhs, What is the revenue for the Sixth year.

A) Rs 91 lakhs B) Rs 87 lakhs C) Rs 85 lakhs D) Rs 89 lakhs

Answer

89 lakhs

Solution :

Total revenue for 11 years = 11 × 77 = 847 lakhs .

Total revenue for frist six years = 6 × 72 = 432 lakhs

Total revenue for last six years = 6 × 84 = 504 lakhs .

So , the revenue for the sixth year = 432 + 504 - 847 = Rs. 89 lakhs.

☆Additional Information ☆

Defination

revenue - revenue is the income that a business has from its normal business activities, usually from the sale of goods and services to customers.

Answered by brainly66388
0

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