Parina spends 45% of her money on a dress and 15% on a bag.she had rs2400 left. how much she had at first?

So she spent 60 percent.

She has 40 percent left

.40*First=2400
first= 2400/.40

She had $X at first.

Amt. Spent = 0.6x.
0.6x + 2400 = X,
X = ?

To find out how much Parina had at first, we can use the given information about the percentages she spent and the amount she had left.

Let's assume that Parina had x amount of money initially.

She spends 45% of her money on a dress, so the amount spent on the dress is 45/100 * x = 0.45x.

She also spends 15% of her money on a bag, so the amount spent on the bag is 15/100 * x = 0.15x.

The amount of money she had left is given as Rs2400.

Now, we can set up an equation to solve for x:

x - (0.45x + 0.15x) = 2400

Simplifying the equation:

x - 0.6x = 2400

0.4x = 2400

Dividing both sides by 0.4:

x = 2400 / 0.4

x = 6000

Therefore, Parina had Rs6000 at first.