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₹500was divided among three friends Deepak mukund and hitesh .Deepak always gets ₹2 mukund always gets ₹3and hitesh always gets ₹5 untill all the money is gone .the amount of money Hitesh get a. ₹100 b.₹200 c.₹250 d.₹150?
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₹500was divided among three friends Deepak mukund and hitesh .Deepak a...
To solve this problem, we can use a systematic approach by assigning variables to each friend and writing equations based on the given information. Let's assign variables to each friend as follows:

- Let's say Deepak gets x rupees.
- Mukund gets y rupees.
- Hitesh gets z rupees.

According to the given information, Deepak always gets ₹2, Mukund always gets ₹3, and Hitesh always gets ₹5 until all the money is gone. Therefore, we can write the following equations:

1. x + y + z = ₹500 (equation 1)
2. x = 2 (equation 2)
3. y = 3 (equation 3)
4. z = 5 (equation 4)

Now, let's substitute equations 2, 3, and 4 into equation 1 to find the value of z (the amount of money Hitesh gets):

2 + 3 + z = ₹500
5 + z = ₹500
z = ₹500 - 5
z = ₹495

Therefore, Hitesh gets ₹495.

Answer: d. ₹150

To summarize:

- Deepak gets ₹2.
- Mukund gets ₹3.
- Hitesh gets ₹495.

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₹500was divided among three friends Deepak mukund and hitesh .Deepak always gets ₹2 mukund always gets ₹3and hitesh always gets ₹5 untill all the money is gone .the amount of money Hitesh get a. ₹100 b.₹200 c.₹250 d.₹150?
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