Question

The sum of money in the wallets of two friends Rs.6750.
One of them has half of the money his friend has.
Write an equation that describes the above two statements.​

Answer 1

Answer:

hope it helps you

Step-by-step explanation:

let one friend's money be =₹x

let another friend's money be =₹y

According to the question:

x+y= 6750

x=y/2

Answer 2

Answer:

Answer is the equation the describe the two statement is  $x+y = 6750 , x = y/2$.

Given: The sum of money in the wallets of two friends Rs.6750.

To find: An equation that describes the above two statements.​

Step-by-step explanation:

As given in the question we know that total sum of money in the wallets of two friends are Rs 6750.

If we assume one of the friend money as x,

and other money left in the second person wallet be y

Then we can write $x+y =6750.$

In the question itself it is given that total sum of the money is 6750 Rs so in accordance with that statement we can simple made this equation.

Now, if we move to the second statement which say's one of the friend have half of the money than his friend ,

The equation will be $x=y/2$

So, this equation satisfy statement 1 and 2 .

Hence all the satement has been described.

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