The ratio of the incomes of two persons is 9:7 and the ratio of their expenditures is 4:3 . If each of them saves Rs.200/- per month, find their monthly incomes.
let their monthly incomes be 9x and 7x respectively
let their monthly expenditures be 4y and 3y respectively
therefore ( income - expenditure = saving )
9x - 4y = 200 -------------(i)
7x - 3y = 200 -------------(ii)
solving
(eliminating y)
27x -12y = 600 --------------(i)*3
28x -12y = 800 --------------(ii)*4
subtracting x = 200
monthly incomes be 9x and 7x respectively
therefore monthly incomes be 9*200 and 7*200 respectively
monthly incomes be 1800 and 1400 respectively
other word problems with some explanation
-----------------------------------------------------------
please leave your comments below
------------------------------------------------------------
index of math problems
disclaimer:
There is no guarantee about the data/information on this site. You use the data/information at your own risk. You use the advertisements displayed on this page at your own risk.We are not responsible for the content of external internet sites. Some of the links may not work
st
Friday, October 23, 2009
Subscribe to:
Post Comments (Atom)
SAT Mixture & Concentration Problems: The Easy Method That Works
SAT Mixture & Concentration Problems A Complete Guide to Solutions, Dilution, Ratios & Concentration Mixture questions can appear ...
-
reduction formula for (sinx)^m (cosx)^n with limits 0 to pi/2 in the numerator start off with (m-1) , (n-1) subtract 2 successively till 2 o...
-
Before taking the driving test you have to get a learner's license.For that you had to to take an objective test on the computer in the ...
-
derive the mean and variance of the binomial distribution now to find the variance, we rewrite x^2 as x(x-1) +x before we start out for expl...
No comments:
Post a Comment
please leave your comments