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a man spent 10% of his money and after losing 30% of his remainder he had ₹1260 left . how much money had he first
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Most Upvoted Answer
a man spent 10% of his money and after losing 30% of his remainder he ...
Problem Analysis:
Let's assume the man initially had 'x' amount of money.
Step-by-Step Solution:
We can solve this problem by following these steps:
Step 1: Calculate the amount of money the man spent initially:
The man spent 10% of his money.
So, the amount of money he spent initially can be calculated as:
Amount spent = 10% of x = (10/100) * x = 0.1x
Step 2: Calculate the remainder:
After spending the initial amount, the man has the remainder of his money.
Remainder = x - amount spent = x - 0.1x = 0.9x
Step 3: Calculate the amount of money he lost:
The man lost 30% of his remainder.
So, the amount of money he lost can be calculated as:
Amount lost = 30% of remainder = (30/100) * (0.9x) = 0.27x
Step 4: Calculate the final amount of money the man has:
The man has ₹1260 left after losing the amount mentioned above.
So, the final amount of money the man has can be calculated as:
Final amount = remainder - amount lost = 0.9x - 0.27x = 0.63x
Step 5: Set up the equation:
We know that the final amount of money the man has is ₹1260.
So, we can set up the equation as:
0.63x = 1260
Step 6: Solve the equation:
To find the value of 'x', we can solve the equation:
0.63x = 1260
Dividing both sides by 0.63:
x = 1260 / 0.63
x = 2000
Step 7: Answer:
Therefore, the man initially had ₹2000.
Let's assume the man initially had 'x' amount of money.
Step-by-Step Solution:
We can solve this problem by following these steps:
Step 1: Calculate the amount of money the man spent initially:
The man spent 10% of his money.
So, the amount of money he spent initially can be calculated as:
Amount spent = 10% of x = (10/100) * x = 0.1x
Step 2: Calculate the remainder:
After spending the initial amount, the man has the remainder of his money.
Remainder = x - amount spent = x - 0.1x = 0.9x
Step 3: Calculate the amount of money he lost:
The man lost 30% of his remainder.
So, the amount of money he lost can be calculated as:
Amount lost = 30% of remainder = (30/100) * (0.9x) = 0.27x
Step 4: Calculate the final amount of money the man has:
The man has ₹1260 left after losing the amount mentioned above.
So, the final amount of money the man has can be calculated as:
Final amount = remainder - amount lost = 0.9x - 0.27x = 0.63x
Step 5: Set up the equation:
We know that the final amount of money the man has is ₹1260.
So, we can set up the equation as:
0.63x = 1260
Step 6: Solve the equation:
To find the value of 'x', we can solve the equation:
0.63x = 1260
Dividing both sides by 0.63:
x = 1260 / 0.63
x = 2000
Step 7: Answer:
Therefore, the man initially had ₹2000.
Community Answer
a man spent 10% of his money and after losing 30% of his remainder he ...
A man spent 10% of his money and after losing 30% of his remainder he had rupees 1260 left how much money had he at first
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a man spent 10% of his money and after losing 30% of his remainder he had ₹1260 left . how much money had he first Related: Expressing Increase or Decrease as Percent?
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