Percentage changes come up in many parts of our daily life, but they can be a bit tricky to figure out. Here are some everyday examples where we see percentage changes:
Shopping Discounts: Stores often show how much you save on products with percentages. For example, if a shirt costs £40 and has a 25% discount, it can be hard to quickly find the new price. First, you find 25% of £40, which is £10. Then, you subtract that from the original price, so the shirt costs £30 now. This can become harder when you have to do it for many items or larger discounts.
Sales Taxes: When you buy something, you might need to add sales tax. Let’s say you buy a video game for £50, and there’s a 20% tax. First, you calculate 20% of £50, which is £10, and add that to the original price. So, the total you pay would be £60. This can make shopping more confusing at the checkout.
Salary Changes: If your monthly salary goes up by 10%, it can be tricky to find out how much you’ll get now. For example, if your salary is £1,500, you calculate 10% of that, which is £150. So, your new salary will be £1,650. Keeping track of these changes can get complicated over time.
To make things easier, try practicing percentage calculations more often and using digital tools. Getting comfortable with common percentage conversions and using calculators can help you manage these everyday situations better.
Percentage changes come up in many parts of our daily life, but they can be a bit tricky to figure out. Here are some everyday examples where we see percentage changes:
Shopping Discounts: Stores often show how much you save on products with percentages. For example, if a shirt costs £40 and has a 25% discount, it can be hard to quickly find the new price. First, you find 25% of £40, which is £10. Then, you subtract that from the original price, so the shirt costs £30 now. This can become harder when you have to do it for many items or larger discounts.
Sales Taxes: When you buy something, you might need to add sales tax. Let’s say you buy a video game for £50, and there’s a 20% tax. First, you calculate 20% of £50, which is £10, and add that to the original price. So, the total you pay would be £60. This can make shopping more confusing at the checkout.
Salary Changes: If your monthly salary goes up by 10%, it can be tricky to find out how much you’ll get now. For example, if your salary is £1,500, you calculate 10% of that, which is £150. So, your new salary will be £1,650. Keeping track of these changes can get complicated over time.
To make things easier, try practicing percentage calculations more often and using digital tools. Getting comfortable with common percentage conversions and using calculators can help you manage these everyday situations better.