Let h and b be Hans' and Bhaskar's salary

So,

h+b = 10,000

Let x be the money spend by each of them

(h-x)/(b-x) = 6/1

Trying out option 1,

h=6000 and b=4000

So, x=3600

Equations are satisfied

If amount spent is equal then if the ratio of their savings is to be greater than 1(in this case 6/1=6)

Then Hans' salary must be greater than Baskrs salary

Only option 1 satisfies this

Let h and b be Hans' and Bhaskar's salary

So,h+b = 10,000

Let x be the money spend by each of them

(h-x)/(b-x) = 6/1

Trying out option 1,

h=6000 and b=4000

So, x=3600

Equations are satisfiedIf amount spent is equal then if the ratio of their savings is to be greater than 1(in this case 6/1=6)

Then Hans' salary must be greater than Baskrs salary

Only option 1 satisfies this

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