Question

2.
Rita's present age is four times her daughter's present age and two-thirds of her mothers
present age. The total of the present ages of all of them is 154 years. What is the difference
between Rita's and her mother's present age?
(1) 28 years (2) 34 years (3) 32 years (4) Data inadequate (5) None of these​

Answer 1

Answer:

Let Rita's age be R.

Mother's age = 3R/2

Daughter's age = R/4

Total = R + 3R/2 + R/4 = 11R/4 = 154 => R = 56

So, difference of ages = R/2 = 28 years

Answer 2

Answer:

Step-by-step explanation:

Rita = x

Daughter = x/4

Mother = 3x/2

x+x/4 +3x/2 = 154

(4x + x + 6x )/4 = 154

11x/4 = 154

x= 154 * 4/11

 =14 * 4

   = 56

Rita = 56

Mother = 3 * 56 /2  = 84

Therefore diff = 84 - 56

                        =28

Thus option [1] is correct !

Thanks!!!!!

Do mark me as the brainlliest!!!!!!!!

Hope this helps!!!!!!!!!!!!!