Last year, doctor westson's 910 patients this year. He saw 728 patients. What was the percentage in the number of patients doctor West saw?
To find the percentage, divide the number of patients seen this year (728) by the number of patients seen last year (910), then multiply by 100 to find the percentage:
(728/910) * 100 = 80
So, doctor West saw 80% of the number of patients he saw last year.
What is the equation we should use for mark up and mark down
The equation for calculating mark up is:
Selling Price = Cost Price + (Mark-Up Percentage * Cost Price)
The equation for calculating mark down is:
Selling Price = Cost Price - (Mark-Down Percentage * Cost Price)
In both equations, the Selling Price refers to the final price at which a product or service is sold, Cost Price refers to the original price or cost of the product or service, and the Mark-Up or Mark-Down Percentage represents the percentage increase or decrease from the Cost Price.
A $270 suit is marked down by 20%. What is the sales price
To calculate the sales price after a 20% markdown, we need to subtract 20% of the original price from the original price.
First, calculate 20% of $270:
(20/100) * $270 = $54
Next, subtract $54 from $270 to find the sales price:
$270 - $54 = $216
So, the sales price of the suit after a 20% markdown is $216.
Target buys 500 t-shirts at a cost of $3500. Insults them at a price of ten dollars each what is the percent workup
To calculate the percentage markup, we need to find the difference between the selling price and the cost price as a percentage of the cost price.
The cost price of 500 t-shirts is $3500.
The selling price of each t-shirt is $10.
Total selling price = Selling price per t-shirt * Number of t-shirts = $10 * 500 = $5000
Now, find the difference between the selling price and the cost price:
Markup = Selling price - Cost price = $5000 - $3500 = $1500
To calculate the percentage markup, divide the markup by the cost price and multiply by 100:
Percentage Markup = (Markup / Cost price) * 100 = ($1500 / $3500) * 100 ≈ 42.86%
Therefore, the percentage markup for the t-shirts is approximately 42.86%.