Question

✌✌HEYA MY QUESTION IS HERE...✌✌

framing Linear equation ...

Find out the age of your father and Grandfather. Form a linear

equation between these two (a) Age of your grandfather and your age

(b) Your age and your father’s age
The ages can be 13,52,72 .

Answer correctly with steps ....

best answer will be marked as brainliest ...

Answer 1

Answer :

Let we consider your age is 13

And grandpa's age is 72

the difference of the ages = 72 - 13 = 59

x-y = 59

means x = 59 + y (equation)

Now the age difference of your grandpa and you is always same

( let us take example )
the difference b/w the age of my grandfather and me is 59 and my age is 13

x = age of grandfather
y = age of mine

x = 59 +13 = 72

b1) Your age is 13

father's age is 52

Grandpa's age is 72

Difference b/w grandpa's age and father's age is 72-52 = 20 = t

y = t - 3

y+3 = t

y = age of son

t= difference b/w the age of father and grandfather

b2) by second method :

father's age = 52 = z

my age = 13 = y

age difference = 52 -13 =

39

y + z = 39

y = 39 - z ( liner equation )

Answer 2

Your age is 13
And your grandfather's age is 72
So , relation between you and your grandfather is
x=72/13
Hence if your age is x then your grandfathers ages will be 72/13x
y=(72/13)x

Now relation between you and your father will be ,
x= 52/13
So,
If your age is x then your father's age will be
4x
Hence,
y= 4x will be the relation between yours and your father's age

Note:
This relation in linear equation is valid only for the present ages
If you want to find the relation between ages after 2 years or 3 years then the relation will not be valid