Latest TCS Aptitude Question SOLUTION: the men and women are working in a company. they are getting the salary in the ratio of 4:3 and spend the salary in the ratio of 3:2.they are saving 600 on every month. then what i

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the men and women are working in a company. they are getting the salary in the ratio of 4:3 and spend the salary in the ratio of 3:2.they are saving 600 on every month. then what is the total salary they are earned?
a) rs.8500
b)rs.7600
c)rs.5000

Asked In TCS juhe rawat (9 years ago)

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Saraswathy  (9 years ago)

Ratio of salary of men nd women is 4:3
Money spent by men => 3y
Money spent by women => 2y
Both saved 600 per month...
Salary of men = 3y+600
Salary of women = 2y+600
Then 3y+600/2y+600 = 4/3
9y+1800 = 8y+2400
y = 600
Salary of men => 3y+600 => 2400
Salary of women => 2y+600 => 1800
Total salary earned by men nd women ll be 2400+1800 = 4200

Ans : 4200

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santanu satpati  (9 years ago)

ratio of salary is 4:3
if salary of men is 4x,,then another is 3x
ratio of spent salary is 3:2
Money spent by men => 3y
Money spent by women => 2y
so, 4x-3y=600,nd 3x-2y= 600
so y=600 nd x=600
so total salary (4*600+3*600)=4200
ans=4200

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Ananthi  (9 years ago)

its a dummy queestion..............

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kavya  (9 years ago)

Is it the total salary that is 600 or each one saving 600?

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Saroj kumar  (9 years ago)

Let,sallery of men & women=4x & 3x resp.
Spend money of men & women =3x & 2x resp.
A/q ,sallery ratio= 4x:3x
Spend ratio =3x:2x
Saving =(4x+3x)-(3x+2x)=2x600
Or, x=600
Total salary = 4x + 3x = 4200.

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LOKESH RANJAN  (9 years ago)

rs 4200, money spent by men=3y(let)
money spent by women=2y
money earn by men=3y+600
and women=2y+600
3y+600/2y+600=4/3=>9y+1800=8y+2400=>y=600. so men get 2400 & women get 1800. hence total=4200

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thirumagal  (9 years ago)

money spent by men =3x
money spent by women=2y
thus,
3y+600/2y+600=4/3
y=600
slary of men=3(600)+600=2400
salary of women=2(600)+600=1800
total salary earned=4200

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Garvit Jain  (9 years ago)

none of these

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