Math, asked by Arnab9241, 4 months ago

Ramesh father is 26 years younger
Than ramesh grandfather and 29 years older than ramesh the sim of the ages of all the three is 135 what is the age of each one of them

Answers

Answered by SomecheRay
3

Answer:

Ramesh's age=17years

Father's age=46years

Grand Father's age=72years

Step-by-step explanation:

Let the father's age be x.

so, Ramesh's age=x-29

so, Ramesh's Grand Father's age=x+26

According to the problem,

(x-29)+x+(x+26)=135

or, 3x-3=135

or, 3x=135+3

or, x=138/3

or, x=46

Hence,

Ramesh's age=x-29 =46-29=17years

Ramesh's Grand Father's age=x+26=46+26=72years

Ramesh's Father's age=x=46years

HOPE IT WILL HELP....

Answered by someoneuseful
1

Answer:

Father's age will be 46 years

grand Father's age will be 72 years

Ramesh's age will be 17 years

Step-by-step explanation:

let fathers age be x years, grandfather's age be y years and Ramesh's age be z years.

therefore as it is given in question,

Fathers age = x = y -26 .....(1)

grandfather's age = y =x +26 .....(2)

Ramesh's age = z =x -25......(3)

thus according to the condition,

x + y + z = 135. ........(given)

(y-26) +(x+26) +(x-29) =135

y-26 +x +26 +x -29 =135

+26,-26 will be cancelled

thus, y+x+x-29= 135

y+(y-26)+(y-26) -29=135 ...(substitute x =y-26)

y+y-26+y-26-29=135

3y -26-26-29=135

3y-81=135

3y=135+81

3y=216

y=216/3

y = 72........(4)

substitute y = 72 in (2)

y=x+26

72 =x +26

72 -26 =x

x = 46 ......(5)

substitute x=46 in (3)

z= x -29

z= 46-29

z = 17 ......(6)

thus, according to (4),(5),(6)

Father's age will be 46 years

Father's age will be 46 years Grand fathers age will be 72 years

Father's age will be 46 years Grand fathers age will be 72 yearsRamesh's age will be 17 years

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