Mukul has 3times as much money as atul.If mukul gives rs250 to atul,atul wil have twice as much money as mukul.how much money did each of them have?

Plz gve me sltn fst

Ans is mukul has rs.450 and atul has rs.150

bt dis is not ur ans plz again give me solution fast

MUKUL HAS 3 TIMES MONEY THAT OF ATUL.

M=3A
AFTER GIVING RS 250, MUKUL WILL HAVE HALF OF ATUL.
M=1/2(A+250)
3A-250=1/2(A+250)
5/2A=375
5A=750
A=150 =ATUL HAS RS.150
M=3*150 =450 MUKUL HAS RS.450

To solve this problem, let's assign variables to the amount of money Mukul and Atul have. Let's say Mukul has 'M' rupees and Atul has 'A' rupees.

Given that Mukul has three times as much money as Atul, we can write the equation:
M = 3A ---(equation 1)

Next, we are told that if Mukul gives Rs250 to Atul, Atul will have twice as much money as Mukul. Considering the new amounts, we can write another equation:
A + 250 = 2(M - 250) ---(equation 2)

Now, let's solve these equations simultaneously to find the values of M and A.

Substitute the value of M from equation 1 into equation 2:
A + 250 = 2(3A - 250)
A + 250 = 6A - 500

Simplify the equation:
6A - A = 750
5A = 750
A = 750 / 5
A = 150

Substitute the value of A back into equation 1 to find M:
M = 3A
M = 3 * 150
M = 450

Therefore, Mukul originally had Rs 450 and Atul originally had Rs 150.

m = 3a

3(m-250) = a+250

3(3a-250) = a+250
9a - 750 = a+250
8a = 1000
a = 125
so, m = 375

check:

3(375-250) = 125+250