To find the buying price, we first need to find the cost price (CP), given that the selling price (SP) is $880 and the profit percentage is 10%.
Let's assume the CP is P dollars.
As the profit percentage is given, we can write the following equation:
CP + 10% of CP = SP
CP + (10/100)CP = $880
(110/100)CP = $880
CP = $880 * (100/110)
CP = $800
Therefore, the buying price is $800.
To find the percentage loss, we compare the selling price with the buying price:
Profit = SP - CP
Profit = $880 - $800
Profit = $80
Since the profit is positive (indicating a gain), there is no loss. Thus, the percentage loss is 0%.
If the selling price is 880 and the percentage profit is 10% what is the percentage loss and what is the buying price
11 answers
If the buying price is 800 and the percentage profit is 20% what is the selling price and what is the percentage loss
To find the selling price (SP), we can use the formula:
SP = CP + Profit
Given that the buying price (CP) is $800 and the profit percentage is 20%, we can calculate the profit as follows:
Profit = 20% of CP
Profit = (20/100) * $800
Profit = $160
Now, we can calculate the selling price:
SP = CP + Profit
SP = $800 + $160
SP = $960
Therefore, the selling price is $960.
To find the percentage loss, we need to calculate the profit percentage relative to the buying price:
Profit Percentage = (Profit / CP) * 100
Profit Percentage = ($160 / $800) * 100
Profit Percentage = 20%
As the profit percentage is positive, indicating a gain, there is no loss. Thus, the percentage loss is 0%.
SP = CP + Profit
Given that the buying price (CP) is $800 and the profit percentage is 20%, we can calculate the profit as follows:
Profit = 20% of CP
Profit = (20/100) * $800
Profit = $160
Now, we can calculate the selling price:
SP = CP + Profit
SP = $800 + $160
SP = $960
Therefore, the selling price is $960.
To find the percentage loss, we need to calculate the profit percentage relative to the buying price:
Profit Percentage = (Profit / CP) * 100
Profit Percentage = ($160 / $800) * 100
Profit Percentage = 20%
As the profit percentage is positive, indicating a gain, there is no loss. Thus, the percentage loss is 0%.
If the selling price is 4250 and the percentage loss is 15% what is the percentage profit and what is the buying price
To find the buying price (CP), we can use the formula:
CP = SP / (1 - Loss Percentage)
Given that the selling price (SP) is $4250 and the loss percentage is 15%, we can calculate the buying price as follows:
CP = $4250 / (1 - 15%)
CP = $4250 / (1 - 0.15)
CP = $4250 / 0.85
CP ≈ $5000
Therefore, the buying price is approximately $5000.
To find the percentage profit, we need to calculate the change in value (loss) and express it as a percentage of the buying price:
Loss Value = Loss Percentage * CP
Loss Value = 15% * $5000
Loss Value = $750
Profit Percentage = (Profit / CP) * 100
Profit Percentage = (0 - $750) / $5000 * 100
Profit Percentage = -15%
The negative sign in front of 15% indicates a loss rather than a profit. Therefore, the percentage profit is -15%.
CP = SP / (1 - Loss Percentage)
Given that the selling price (SP) is $4250 and the loss percentage is 15%, we can calculate the buying price as follows:
CP = $4250 / (1 - 15%)
CP = $4250 / (1 - 0.15)
CP = $4250 / 0.85
CP ≈ $5000
Therefore, the buying price is approximately $5000.
To find the percentage profit, we need to calculate the change in value (loss) and express it as a percentage of the buying price:
Loss Value = Loss Percentage * CP
Loss Value = 15% * $5000
Loss Value = $750
Profit Percentage = (Profit / CP) * 100
Profit Percentage = (0 - $750) / $5000 * 100
Profit Percentage = -15%
The negative sign in front of 15% indicates a loss rather than a profit. Therefore, the percentage profit is -15%.
What is the profit percentage if the buying price is 5,000 and the selling price is 4250 and the percentage loss is 15%
To find the profit percentage, we first need to calculate the loss and then convert it into a percentage relative to the buying price.
Given that the buying price (CP) is $5000 and the selling price (SP) is $4250, we can calculate the loss as follows:
Loss = CP - SP
Loss = $5000 - $4250
Loss = $750
Next, we calculate the loss percentage relative to the buying price:
Loss Percentage = (Loss / CP) * 100
Loss Percentage = ($750 / $5000) * 100
Loss Percentage = 15%
However, since the loss percentage is given as 15%, the profit percentage will be the negative of the loss percentage, as it represents a loss rather than a profit. Therefore, the profit percentage in this case is -15%.
Given that the buying price (CP) is $5000 and the selling price (SP) is $4250, we can calculate the loss as follows:
Loss = CP - SP
Loss = $5000 - $4250
Loss = $750
Next, we calculate the loss percentage relative to the buying price:
Loss Percentage = (Loss / CP) * 100
Loss Percentage = ($750 / $5000) * 100
Loss Percentage = 15%
However, since the loss percentage is given as 15%, the profit percentage will be the negative of the loss percentage, as it represents a loss rather than a profit. Therefore, the profit percentage in this case is -15%.
If the selling price is 7600 and the percentage loss is 15% what is the buying price and the percentage profit
To find the buying price (CP), we can use the formula:
CP = SP / (1 + Loss Percentage)
Given that the selling price (SP) is $7600 and the loss percentage is 15%, we can calculate the buying price as follows:
CP = $7600 / (1 + 15%)
CP = $7600 / (1 + 0.15)
CP = $7600 / 1.15
CP ≈ $6608.70
Therefore, the buying price is approximately $6608.70.
To find the percentage profit, we need to calculate the change in value (loss) and express it as a percentage of the buying price:
Loss Value = Loss Percentage * CP
Loss Value = 15% * $6608.70
Loss Value ≈ $991.30
Profit Percentage = (Profit / CP) * 100
Profit Percentage = (0 - $991.30) / $6608.70 * 100
Profit Percentage ≈ -15%
The negative sign in front of 15% indicates a loss rather than a profit. Therefore, the percentage profit is approximately -15%.
CP = SP / (1 + Loss Percentage)
Given that the selling price (SP) is $7600 and the loss percentage is 15%, we can calculate the buying price as follows:
CP = $7600 / (1 + 15%)
CP = $7600 / (1 + 0.15)
CP = $7600 / 1.15
CP ≈ $6608.70
Therefore, the buying price is approximately $6608.70.
To find the percentage profit, we need to calculate the change in value (loss) and express it as a percentage of the buying price:
Loss Value = Loss Percentage * CP
Loss Value = 15% * $6608.70
Loss Value ≈ $991.30
Profit Percentage = (Profit / CP) * 100
Profit Percentage = (0 - $991.30) / $6608.70 * 100
Profit Percentage ≈ -15%
The negative sign in front of 15% indicates a loss rather than a profit. Therefore, the percentage profit is approximately -15%.
Hey hey I stop acting stupid I'm asking if the selling price is 76,00 and the percentage loss is 15% what will be the buying price don't be dumb
Apologies for any confusion. If the selling price is $7600 and the percentage loss is 15%, we can calculate the buying price (CP) using the formula:
CP = SP / (1 - Loss Percentage)
CP = $7600 / (1 - 0.15)
CP = $7600 / 0.85
CP ≈ $8941.18
Therefore, the buying price would be approximately $8941.18.
CP = SP / (1 - Loss Percentage)
CP = $7600 / (1 - 0.15)
CP = $7600 / 0.85
CP ≈ $8941.18
Therefore, the buying price would be approximately $8941.18.
3 answers