Tom bought a pen for $60 and sold it to gain 20% on his cost price. How much money did he gain?

Excel in the CXC CSEC Mathematics Exam. Prepare with comprehensive quizzes featuring multiple choice questions, accessible hints, and explanations. Boost your confidence and knowledge!

Multiple Choice

Tom bought a pen for $60 and sold it to gain 20% on his cost price. How much money did he gain?

Explanation:
To determine the gain Tom made from selling the pen, we first need to calculate 20% of his cost price. Tom bought the pen for $60, so we compute 20% of $60 as follows: 20% can be expressed as a fraction: 20/100 or 0.20. Therefore, to find 20% of $60, we multiply: \[ 0.20 \times 60 = 12 \] This calculation shows that Tom's gain from selling the pen is $12. To find the selling price, we can also add this gain to the cost price: Cost price ($60) + Gain ($12) = Selling price ($72) The total amount Tom gains is $12, which directly confirms that a gain of $12 aligns with the 20% profit calculated from his initial investment of $60. Thus, the correct amount Tom gained from the sale of the pen is indeed $12.

To determine the gain Tom made from selling the pen, we first need to calculate 20% of his cost price. Tom bought the pen for $60, so we compute 20% of $60 as follows:

20% can be expressed as a fraction: 20/100 or 0.20. Therefore, to find 20% of $60, we multiply:

[ 0.20 \times 60 = 12 ]

This calculation shows that Tom's gain from selling the pen is $12. To find the selling price, we can also add this gain to the cost price:

Cost price ($60) + Gain ($12) = Selling price ($72)

The total amount Tom gains is $12, which directly confirms that a gain of $12 aligns with the 20% profit calculated from his initial investment of $60. Thus, the correct amount Tom gained from the sale of the pen is indeed $12.

Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy