Question

please answer this question if you know the answer​

Answer 1

Answer:

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Answer 2

$\huge\red{Answer}$

Let x be the amount of money kamal has initially

As per the statement:

Raman has three times as much money as Kamal

⇒Raman has amount of money initially  = 3x

It is also given that:

If Raman gives rs 750 to Kamal , then Kamal will

have twice as much money as

left with Raman then;

Raman's has money now = 3x-750

and

kamal's has  money now = x+ 750

Also:

• x + 750 = 2 ( 3x - 750)

Using distributive property,

• a (b + c) = a×b + a×c

• x +750 = 6x - 1500

Add 1500 to both sides we have;

X + 2250 = 6x

Subtract x from both sides we

have;

• 5x = 2250

x = $\cancel\frac{2250}{5}$

Divide both sides by 5 we have;

• 450 = x

or

• x = Rs. 450

therefore, Raman had = 3(450)= Rs. 1350 and kamal had = Rs.450

$\huge\red{Thanks}$