બે વ્યક્તિની માસિક આવકનો ગુણોત્તર 9 : 7 છે અને તેમના માસિક ખર્ચનો ગુણોત્તર 4 : 3 છે જો દરેક વ્યક્તિ માસિક
રૂ. 2,000ની બચત કરે તો તેમની માસિક આવક શોધો.
Answers
Given : બે વ્યક્તિની માસિક આવકનો ગુણોત્તર 9 : 7 છે અને તેમના માસિક ખર્ચનો ગુણોત્તર 4 : 3 છે જો દરેક વ્યક્તિ માસિક
રૂ. 2,000ની બચત કરે
The ratio of monthly income of two persons is 9: 7 and the ratio of their monthly expenditure is 4: 3 each person monthly Rs 2,000.
To Find : their monthly income
તેમની માસિક આવક શોધો.
Solution:
Monthly Income = 9X and 7 X
Monthly expense 4Y and 3Y
Saving 9X - 4Y and 7X - 3Y
9X - 4Y = 7X - 3Y = 2000
9X - 4Y = 7X - 3Y
=> 2X = Y
7X - 3Y = 2000
=> 7X - 3(2X) = 2000
=> X = 2000
Monthly Income = 9X and 7 X
= 18000 and 14000
માસિક આવક = 18000 and 14000
Learn More:
Mr. Azu invested an amount at rate of 12% per annum and invested ...
brainly.in/question/18207792
An amount of Rs. 65,000 is invested in three investments at the rate ...
brainly.in/question/18935794
Step-by-step explanation:
Given The ratio of monthly income of two persons is 9: 7 and the ratio of their monthly expenditure is 4: 3 if each of them manages to save 2000 per month . Find their monthly income if they save Rs 2,000.
- Let the monthly income of two persons be 9a and 7a
- Let the monthly expenditure be 4b and 3b
- Now According to the question we have
- 9a – 4b = 2000 -----------1
- 7a – 3b = 2000-------------2
- So multiply eqn 1 by 3 and eqn 2 by 4, so we get
- 27 a – 12b = 6000
- 28a – 12b = 8000
- Subtracting we get
- a = 2000
- Substituting a in equation 1 we get
- 9(2000) – 4b = 2000
- 18,000 – 4b = 2000
- 4b = 16,000
- b = 16,000 / 4
- Or b = 4000
- Now
- Monthly income of first person will be 9a = 9(2000) = Rs 18,000
- Monthly income of second person will be 7b = 7(2000) = Rs 14,000
Reference link will be
https://brainly.in/question/33679727