
Два маляра получили вместе за работу 9500р.первый работал 6 дней, второй 4.сколько денег должен
получить каждый,если плата за один день была одинаковой

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Calculation of Payment for Each Painter
To calculate the payment for each painter, we need to determine the daily rate and then multiply it by the number of days each painter worked.
Given: - Two painters received a total payment of 9500 rubles for their work. - The first painter worked for 6 days. - The second painter worked for 4 days. - The payment per day was the same for both painters.
To find the payment for each painter, we can follow these steps:
1. Calculate the daily rate: - Let's assume the daily rate for each painter is x rubles.
2. Calculate the total payment for each painter: - The first painter worked for 6 days, so their total payment is 6 times the daily rate: 6x rubles. - The second painter worked for 4 days, so their total payment is 4 times the daily rate: 4x rubles.
3. Set up an equation using the given information: - The total payment for both painters is 9500 rubles. - So, we have the equation: 6x + 4x = 9500.
4. Solve the equation for x: - Combining like terms, we get: 10x = 9500. - Dividing both sides by 10, we find: x = 950.
Now that we have found the daily rate (x) to be 950 rubles, we can calculate the payment for each painter:
- The first painter worked for 6 days, so their payment is: 6 * 950 = 5700 rubles. - The second painter worked for 4 days, so their payment is: 4 * 950 = 3800 rubles.
Therefore, the first painter should receive 5700 rubles, and the second painter should receive 3800 rubles for their work.
Note: The daily rate was assumed to be the same for both painters based on the information provided.


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