IM 6.3.14 Lesson: Solving Percentage Problems

Find the products mentally.
[math]6\cdot\left(0.8\right)\cdot2[/math]
[math]\left(4.5\right)\cdot\left(0.6\right)\cdot4[/math]
Han and Clare go shopping, and they each have a coupon. Answer each question and show your reasoning.
[img]data:image/png;base64,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[/img][br]Han buys an item with a normal price of $15, and uses a 10% off coupon. How much does he save by using the coupon?
Clare buys an item with a normal price of $24, but saves $6 by using a coupon. For what percentage off is this coupon?
Clare paid full price for an item. Han bought the same item for 80% of the full price. Clare said, “I can’t believe I paid 125% of what you paid, Han!” Is what she said true? [i]Explain[/i].
Your teacher will give you either a [i]problem card[/i] or a [i]data card[/i]. Do not show or read your card to your partner.[br][br][table][tr][td]If your teacher gives you the [i]problem card[/i]:[/td][td]If your teacher gives you the [i]data card[/i]:[/td][/tr][tr][td][list=1][*]Silently read your card and think about what information [/*][*]you need to be able to answer the question.[/*][*]Ask your partner for the specific information that you need.[/*][*]Explain how you are using the information to solve the problem.[br]Continue to ask questions until you have enough information to solve the problem.[/*][*]Share the [i]problem card [/i]and solve the problem independently.[/*][*]Read the [i]data card[/i] and discuss your reasoning.[/*][/list][/td][td][list=1][*]Silently read your card.[/*][*]Ask your partner [i]“What specific information do you need?”[/i] [br]and wait for them to [i]ask[/i] for information.If your partner asks for information that is not on the card, do not do the calculations for them. [br]Tell them you don’t have that information.[/*][*]Before sharing the information, ask “[i]Why do you need that information?[/i]” [br]Listen to your partner’s reasoning and ask clarifying questions.[/*][*]Read the [i]problem card[/i] and solve the problem independently.[/*][*]Share the [i]data card[/i] and discuss your reasoning.[/*][/list][br][/td][/tr][/table]

IM 6.3.14 Practice: Solving Percentage Problems

For each problem, explain or show your reasoning.
[br]160 is what percentage of 40?[br]
40 is 160% of what number?[br]
What number is 40% of 160?
A store is having a 20%-off sale on all merchandise. If Mai buys one item and saves $13, what was the original price of her purchase? Explain or show your reasoning in the applet below.
The original price of a scarf was $16. During a store-closing sale, a shopper saved $12 on the scarf. What percentage discount did she receive? Explain or show your reasoning in the applet below.
The original price of a scarf was $16. During a store-closing sale, a shopper saved $12 on the scarf.
Select [b]all [/b]the expressions whose value is larger than 100.
An ant travels at a constant rate of 30 cm every 2 minutes.
At what pace does the ant travel per centimeter?
At what speed does the ant travel per minute?
Is [math]3\frac{1}{2}[/math]cups more or less than 1 liter? Explain or show your reasoning. (Note: 1 cup ≈ 236.6 milliliters)
Name a unit of measurement that is about the same size as each object.
[br]The distance of a doorknob from the floor is about 1 _____________.
The thickness of a fingernail is about 1 _____________.
The volume of a drop of honey is about 1 _____________.
The weight or mass of a pineapple is about 1 _____________.
The thickness of a picture book is about 1 _____________.
The weight or mass of a buffalo is about 1 _____________.[br]
The volume of a flower vase is about 1 _____________.[br]
The weight or mass of 20 staples is about 1 _____________.[br]
The volume of a melon is about 1 _____________.
The length of a piece of printer paper is about 1 _____________.

Information