IM Alg1.2.1 Lesson: Planning a Pizza Party

Here are some letters and what they represent.
[size=150]All costs are in dollars.[list][*][math]m[/math] represents the cost of a main dish.[/*][*][math]n[/math] represents the number of side dishes.[/*][*][math]s[/math] represents the cost of a side dish.[/*][*][math]t[/math] represents the total cost of a meal.[/*][/list][/size]Discuss with a partner: [br]What does each equation mean in this situation?[br][list][*][math]m=7.50[/math][/*][/list]
[list][*][math]m=s+4.50[/math] [/*][/list]
[list][*][math]ns=6[/math] [/*][/list]
[list][*][math]m+ns=t[/math] [/*][/list]
Write a new equation that could be true in this situation.[br]
Imagine your class is having a pizza party.
[size=150][table][tr][td]Work with your group to plan what to order [br]and to estimate what the party would cost.[/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][br][/size][br][br][br]Record your group’s plan and cost estimate. What would it take to convince the class to go with your group’s plan? Be prepared to explain your reasoning.
Write down one or more expressions that show how your group’s cost estimate was calculated.[br]
In your expression(s), are there quantities that might change on the day of the party? [br]
Which ones?
Rewrite your expression(s), replacing the quantities that might change with letters. Be sure to specify what the letters represent.[br]
Find a pizza place near you and ask about the diameter and cost of at least two sizes of pizza. Compare the cost per square inch of the sizes.
A constraint is something that limits what is possible or reasonable in a situation.
[size=150]For example, one constraint in a pizza party might be the number of slices of pizza each person could have, [math]s[/math]. We can write [math]s<4[/math] to say that each person gets fewer than 4 slices.[/size][br][br]Look at the expressions you wrote when planning the pizza party earlier.[br]Choose an expression that uses one or more letters.[br]For each letter, determine what values would be reasonable. [br](For instance, could the value be a non-whole number? A number greater than 50? A negative number? Exactly 2?)[br]
Write equations or inequalities that represent some constraints in your pizza party plan.[br]If a quantity must be an exact value, use the [math]=[/math] symbol. If it must be greater or less than a certain value to be reasonable, use the [math]<[/math] or [math]>[/math] symbol.[br]

IM Alg1.2.1 Practice: Planning a Pizza Party

The videography team entered a contest and won a monetary prize of $1,350.
Which expression represents how much each person would get if there were [math]x[/math] people on the team?
To support a local senior citizens center, a student club sent a flyer home to the n students in the school.
[size=150]The flyer said, "Please bring in money to support the senior citizens center. Paper money and coins accepted!" Their goal is to raise T dollars.[/size][br][br]Match each quantity to an expression, an equation, or an inequality that describes it.
Each of the 10 students in the baking club made 2 chocolate cakes for a fundraiser.
[size=150]They all used the same recipe, using [math]C[/math] cups of flour in total.[/size][br][br]Write an expression that represents the amount of flour required for one cake.
A student club started a fundraising effort to support animal rescue organizations.
[size=150]The club sent an information flyer home to the [math]n[/math] students in the school. It says, "We welcome donations of any amount, including any change you could spare!" Their goal is to raise [math]T[/math] dollars, and to donate to a cat shelter and a dog shelter.[br][/size][br]Match each quantity to an expression, an equation, or an inequality that describes it.[br]
A softball team is ordering pizza to eat after their tournament.
[size=150]They plan to order cheese pizzas that cost $6 each and four-topping pizzas that cost $10 each. They order [math]c[/math] cheese pizzas and [math]f[/math] four-topping pizzas.[/size][br]Which expression represents the total cost of all of the pizzas they order?
The value of coins in the pockets of several students is recorded.
What is the mean of the values: 10, 20, 35, 35, 35, 40, 45, 45, 50, 60
The dot plot displays the number of hits a baseball team made in several games.
[size=150]The distribution is skewed to the left.[/size][br][img]data:image/png;base64,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[/img][br][size=150]If the game with 3 hits is considered to be recorded in error, it might be removed from the data set.[/size][br]If that happens:[br][br]What happens to the mean of the data set?[br]
What happens to the median of the data set?[br]
A set of data has MAD 0 and one of the data values is 14.
What can you say about the data values?

Information