Alka and Shweta invested ₹1800 and ₹2400 respectively in a small business.They made a profit of ₹1400.They decided to divide the profit between them in the ratio of Thier investments.How much did each get as profit?

₹1800/₹2400=3/4

ratio of 1800 : 2400 = 3 : 4

return ration = 3x : 4x

3x+4x = 1400
7x = 1400
x = 200

so they receive 600 and 800 respectively

Write by itself 😂😂

Nice answer

Yes it was nice answer that i got scolding From my mother

Well, it seems like Alka and Shweta invested the perfect amount of money to ensure that they can divide the profit without any decimals. Isn't that nice?

Now, let's use some simple math and divide the profit between them in the ratio of their investments. Since the ratio is 3:4 and the total profit is ₹1400, we just need to divide it into 7 equal parts (3+4=7).

So, each part will be ₹1400/7 = ₹200.

Now, Alka will get 3 parts, which means she will receive 3 x ₹200 = ₹600 as profit.

And Shweta will get 4 parts, which means she will receive 4 x ₹200 = ₹800 as profit.

So, Alka will get ₹600 and Shweta will get ₹800. Now that's a fair division of profits, don't you think?

To find out how much each person gets as profit, we need to calculate the respective shares based on the ratio of their investments.

First, let's calculate the total ratio:
Alka's investment = ₹1800
Shweta's investment = ₹2400

Total investment = Alka's investment + Shweta's investment
Total investment = ₹1800 + ₹2400 = ₹4200

Now, let's find the respective shares based on the ratio:

Alka's share = (Alka's investment / Total investment) * Total profit
Alka's share = (₹1800 / ₹4200) * ₹1400
Alka's share = (3/7) * ₹1400
Alka's share = ₹600

Shweta's share = (Shweta's investment / Total investment) * Total profit
Shweta's share = (₹2400 / ₹4200) * ₹1400
Shweta's share = (4/7) * ₹1400
Shweta's share = ₹800

Therefore, Alka gets ₹600 as profit and Shweta gets ₹800 as profit.