Percent of Change
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Algebra
After watching the Yay Math video on this concept, take this quiz to see how much you've learned! See the results right when you're done, AND, there's even an option to send the results to an email of your choice. Good luck, no pressure, and YAY MATH!

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What's your name? *
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(If you want your score automatically sent to you or to someone else, which email would you like to use? This is optional and for your convenience; everything is kept private.)
What is an informal calculation of percent of change? *
1 point
If a number grows from 30 to 36, what is the percent of increase? *
1 point
If a number diminishes from 30 to 15, what is the percent of decrease? *
1 point
Suppose an item costs $56. The sales tax is 5%. What would be the total cost of the item, including the tax? *
(Hint: if you can get 10% of $56, then you can get 5% of $56.)
1 point
Back in the day, I used to work as a grocery store cashier. Employees got a 15% discount on their groceries. So if my total at check-out BEFORE the discount was $71, what would my cost be AFTER the discount? *
(True story: one day on the job, 8 other cashiers were fired, all on the same day, for giving their friends discounts way more than 15%. Not THIS guy though; I was as clean as a whistle. I wish I had asked for a raise at that point. I just didn't think to.)
1 point
An increase of 100% to a number is the same as multiplying that number by: *
1 point
An DECREASE of 100% to a number is the same as multiplying that number by: *
(Hint: how much of a number is left if you decrease the number by 100%?)
1 point
If a number grows from 11 to 25, what is the percent of increase? *
(Please round your answer to the nearest percent.)
1 point
An increase of 200% to a number is the same as multiplying that number by: *
1 point
The shopper's dilemma: do we save money by applying a discount first, then the sales tax? Or the other way around: by first adding the sales tax, then applying a discount? Suggestion: suppose an item costs $100. You have a coupon for 10% off, and you know that sales tax is an additional 10%. Try taking the discount off, then adding the tax, and note that total. Then, do it the other way around: add the tax, then apply the discount, to get a new total. Does a specific order save us money, and if so, what is the most cost effective order? *
(Hint: once you add 10% to the total, 10% of that new amount is NOT $10 any more.)
1 point
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