Let's solve this step by step:

Step 1: Assume the cost price (C.P) of the goods is $100.

Step 2: The shopkeeper marks his goods 30% above the C.P. So, the marked price will be $100 + 30% of $100 = $130.

Step 3: He allows a 10% discount on the marked price. So, the selling price will be $130 - 10% of $130 = $117.

Step 4: The profit made by the shopkeeper is the selling price - cost price = $117 - $100 = $17.

Step 5: The profit percent is (Profit/C.P) * 100 = ($17/$100) * 100 = 17%.

So, the profit percent of the shopkeeper is 17%.

Question

Let's solve this step by step:

Step 1: Assume the cost price (C.P) of the goods is $100.

Step 2: The shopkeeper marks his goods 30% above the C.P. So, the marked price will be $100 + 30% of $100 = $130.

Step 3: He allows a 10% discount on the marked price. So, the selling price will be $130 - 10% of $130 = $117.

Step 4: The profit made by the shopkeeper is the selling price - cost price = $117 - $100 = $17.

Step 5: The profit percent is (Profit/C.P) * 100 = ($17/$100) * 100 = 17%.

So, the profit percent of the shopkeeper is 17%.

Knowee AI · Accepted Answer

Let's solve this step by step:

Step 1: Assume the cost price (C.P) of the goods is $100.

Step 2: The shopkeeper marks his goods 30% above the C.P. So, the marked price will be $100 + 30% of $100 = $130.

Step 3: He allows a 10% discount on the marked price. So, the selling price will be $130 - 10% of $130 = $117.

Step 4: The profit made by the shopkeeper is the selling price - cost price = $117 - $100 = $17.

Step 5: The profit percent is (Profit/C.P) * 100 = ($17/$100) * 100 = 17%.

So, the profit percent of the shopkeeper is 17%.

A shop keeper marks his goods 30% above the C.P and allows 10% discount on the marked priceHis profir percent?15%16%17%18%