IM Alg1.5.14 Lesson: Recalling Percent Change
A scooter costs $160. For each question, show your reasoning.
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[/img][br]The cost of a pair of roller skates is 20% of the cost of the scooter. How much do the roller skates cost?
A bicycle costs 20% more than the scooter. How much does the bicycle cost?[br]
A skateboard costs 25% less than the bicycle. How much does the skateboard cost?[br]
You need to pay 8% tax on a car that costs $12,000. What will you end up paying in total? Show your reasoning.[br]
Burritos are on sale for 30% off. Your favorite burrito normally costs $8.50. How much does it cost now? Show your reasoning.[br]
A pair of shoes that originally cost $79 are on sale for 35% off. Does the expression [math]0.65\left(79\right)[/math] represent the sale price of the shoes (in dollars)? Explain your reasoning.[br]
Come up with some strategies for mentally adding 15% to the total cost of an item.
Complete the table so that each row has a description and two different expressions that answer the question asked in the description. The second expression should use only multiplication. Be prepared to explain how the two expressions are equivalent.
IM Alg1.5.14 Practice: Recalling Percent Change
For each situation, write an expression answering the question. The expression should only use multiplication.
A person's salary is $2,500 per month. She receives a 10% raise. What is her new salary, in dollars per month?
A test had 40 questions. A student answered 85% of the questions correctly. How many questions did the student answer correctly?
A telephone cost $250. The sales tax is 7.5%. What was the cost of the telephone including sales tax?
In June, a family used 3,500 gallons of water. In July, they used 15% more water.
Select [b]all[/b] the expressions that represent the number of gallons of water the family used in July.
Han’s summer job paid him $4,500 last summer. This summer, he will get a 25% pay increase from the company.
Write two different expressions that could be used to find his new salary, in dollars.
[size=150]Military veterans receive a 25% discount on movie tickets that normally cost $16. Explain why [math]16\left(0.75\right)[/math] represents the cost of a ticket using the discount.[/size]
[size=150]A new car costs $15,000 and the sales tax is 8%. Explain why [math]15,000\left(1.08\right)[/math] represents the cost of the car including tax.[/size]
The number of grams of a chemical in a pond is a function of the number of days, d, since the chemical was first introduced.
[size=150]The function, [math]f[/math], is defined by [math]f\left(d\right)=550\cdot\left(\frac{1}{2}\right)^d[/math].[/size][br][br][size=100]What is the average rate of change between day 0 and day 7?[/size]
Is the average rate of change a good measure for how the amount of the chemical in the pond has changed over the week? Explain your reasoning.
A piece of paper is 0.004 inches thick.
Explain why the thickness in inches, [math]t[/math], is a function of the number of times the paper is folded, [math]n[/math].
Using function notation, represent the relationship between [math]t[/math] and [math]n[/math]. That is, find a function [math]f[/math] so that [math]t=f\left(n\right)[/math].
[size=150]The function [math]f[/math] represents the amount of a medicine, in mg, in a person's body [math]t[/math] hours after taking the medicine. Here is a graph of [math]f[/math].[/size][br][img]data:image/png;base64,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[/img][br]How many mg of the medicine did the person take?
Write an equation that defines [math]f[/math].
After 7 hours, how many mg of medicine remain in the person's body?