The Yellow Rose diner applies a 90% markup to the cost of its meals. It costs $5 to make a lunch combo, how much does the diner charge its costumers?

Answer 1

To calculate the price the diner charges its customers, we first need to find 90% of the cost to make the lunch combo, which is $5. We can do this by multiplying $5 by 0.90:

$5 * 0.90 = $<<5*0.90=4.50>>4.50

Therefore, the diner charges its customers $4.50 for the lunch combo.

Answer 2

The Yellow Rose diner applies a 90% markup to the cost of its meals. It costs $5 to make a lunch combo, how much does the diner charge its costumers?
(Step by step)

Answer 3

To calculate the price the diner charges its customers, we need to add the markup to the cost of making the lunch combo.

Step 1: Calculate the markup amount.
The markup percentage is 90%. To find the markup amount, multiply the cost to make the lunch combo ($5) by the markup percentage (90%).

Markup amount = $5 * 0.90 = $4.50

Step 2: Add the markup amount to the cost of making the lunch combo.
Price = Cost to make lunch combo + Markup amount
Price = $5 + $4.50 = $9.50

Therefore, the diner charges its customers $9.50 for the lunch combo after applying a 90% markup.

Answer 4

The Yellow Rose diner applies a 90% markup to the cost of its meals. It costs $5 to make a lunch combo, how much does the diner charge its costumers?
(Only show proportion)

Answer 5

To determine how much the diner charges its customers, we can use the proportion:

Cost to make lunch combo / (1 - Markup percentage) = Price charged to customers

The markup percentage is 90%, so the proportion becomes:

$5 / (1 - 0.90) = Price charged to customers

Simplifying the proportion:

$5 / 0.10 = Price charged to customers

$5 / 0.10 = $50

Therefore, the diner charges its customers $50 for the lunch combo after applying a 90% markup.