Question
The average monthly expenditure of a family was Rs.
2,500 during the first 4 months, Rs. 2,750 during the next 5 months and 3,550 during the last 3 months of a year. If the total saving during the year was Rs. 5,500, what was the average monthly income of the family?Solution
First 4 months: Average expenditure = Rs. 2,500 Total for 4 months = 4 × 2500 = 10,000 Next 5 months: Average expenditure = Rs. 2,750 Total for 5 months = 5 × 2750 = 13,750 Last 3 months: Average expenditure = Rs. 3,550 Total for 3 months = 3 × 3550 10,650 Add these to get the total annual expenditure: Total Expenditure = 10,000+13, 750+10,650 =34, 400 Given the total savings for the year is Rs. 5,500, we can find the total income by adding the savings to the total expenditure: Total Income = Total Expenditure + Total Savings Total Income =34, 400+ 5,500 = 39,900 Average monthly income =39900/12 =3325.
The positions of how many alphabets will remain the same if each of the alphabets in the word DOCUMENT is rearranged in the alphabetical order from left...
If all the vowels in the word ‘POLARISED’ are changed to the next letter in the English alphabetical order and all the consonants remain the same th...
How many pairs of letters are there in the word "ASSURANCE" which has as many letters between them (both forward and backward) in the word as in the En...
Which of the following letter will be 5th letter from the right end if the letters at even positions are replaced by succeeding letter in the word “OP...
If each letter of the word "DEVELOPMENT" is replaced by its successor in the alphabetical series, then which of the following is the fourth alphabet to ...
Which signs should be interchange to make the given equation correct.
15 ÷ 3 + 7 × 3 - 4 = 0
If all the digits of the number ‘9723654’ are arranged in ascending order from left to right, the position of how many digits will re...
Given below are four combinations [i], [ii], [iii] and [iv] of five words. In each combination you have to arrange the letters in English alphabetical o...
If all the consonants in the word ‘PLACEMENTS’ are replaced by their second succeeding letter (in the alphabetical series) and then the letters are ...
If each vowel of the word ' TECHNICAL' is changed to its next letter in the English alphabets and each consonant is changed to its previous letter of th...