Math, asked by aartichoudhary9896, 10 months ago

12) Two men Ashok and Baban have the ratio of their monthly
incomes as 6/5. the ratio of their monthly expenditure is 3/2
find the ratio of their monthly savings.
a) 1:1
b) 3:5
c) 3:10
d) 3:8
e) Can't be determine​

Answers

Answered by Anonymous
5

Step-by-step explanation:

the monthly income of b be rs.100

so, 6/5=a/100 a=120 (x multiply)

savings of b = 100*1/4= rs.25

exp of b= 100-25=75

exp ratio:-

3/2=a/75 a= 112.5 (x multiply)

savings of a = 120-112.5= 7.5 rs

savings ratio = a/b

= 7.5/25 (x by 10 both numerator and denominator)

= 75/250

=3/10

Answered by Pasha1920
0

Answer:

Step-by-step explanation:

ANS: C] 3:10

Firstly, the question is missing a part that says, "If Bhavan saves 1/4th of his income..."

Now, coming to the solution:

  • Ia=6x, Ea=3y
  • Ib=5x. Eb=2y
  • Since Savings=Income - Expenditure,
  • Sa=6x-3y
  • Sb=5x-2y
  • WKT Sb=1/4 of Ib thus 5x-2y=1/4(5x). On solving this for y, we get y=(15x/8)
  • Plug this value into Sa/Sb to get 3:10
Similar questions