Answer:
Option A
Explanation:
Let the income of company A in 2013 = x
Let the income of company B in 2013 = (5.7 - x)
Expenditure of company A = Expenditure of Company
B = E $\frac{40}{100} - \frac{x-E}{E}\times100$
$\frac{x}{E}$ = 1.4...(i)
AND $\frac{45}{100}$ = $\frac{(5.7-x)-E}{E}$ = 14.5 ...(ii)
Divide equation (ii) by (i) we get
$\frac{5.7-x}{E}\times\frac{E}{x} = \frac{145}{140}$
5.7 × 140 - 140x = 145x
798 = 285x
x = 2.8 lakhs
$\frac{x}{E}$ = 1.4
E = 2 lakhs
Total expenditure of two companies =(2+2)=4lakhs