Cost Price and Profit Calculations

In this video, the instructor explains how to solve a percent problem involving profit and cost. The problem is about determining the actual cost a dealership paid for a truck, given the sticker price and profit percentage. The video covers two strategies: a multiple-choice approach and an equation-based method. Common mistakes are highlighted, and the correct calculation method is demonstrated. The video concludes with an alternative approach for solving the problem without multiple-choice options.

What is the sticker price of the truck mentioned in the video?

• $43,000

• $43,680

• $43,600

• $43,680,000

What percentage profit does the dealership make on the truck?

• 25%

• 35%

• 20%

• 30%

What is the first strategy discussed to solve the problem?

• Using a calculator

• Using algebraic equations

• Working backwards from multiple-choice options

• Guessing the answer

Why is choice C eliminated in the multiple-choice strategy?

• It is too high

• It is too low

• It represents a loss for the dealership

• It is not a valid number

What is a common mistake when calculating the profit?

• Finding 30% of the sticker price

• Finding 30% of the cost price

• Subtracting the profit from the sticker price

• Adding the profit to the cost price

What is the incorrect answer choice that results from a common mistake?

• $40,000

• $33,600

• $30,576

• $35,000

What is the correct method to find the cost price?

• Find 30% of the sticker price

• Add 30% to the sticker price

• Find 30% of the cost price and add it to the cost price

• Subtract 30% from the sticker price

What is the correct cost price of the truck?

• $40,000

• $30,576

• $33,600

• $35,000

What is the alternative method discussed to solve the problem?

• Using algebraic equations

• Using a computer program

• Using a calculator

• Guessing the answer

What equation is used in the algebraic method?

• 1.3X = Sticker Price

• 0.3X = Sticker Price

• X - 0.3X = Sticker Price

• X + 0.3X = Sticker Price