IM Alg1.2.5 Lesson: Equations and Their Graphs
Which one doesn’t belong?
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[/img]
To get snacks for a class trip, Clare went to the “bulk” section of the grocery store, where she could buy any quantity of a product and the prices are usually good.
[size=150][table][tr][td]Clare purchased some salted almonds at $6 a pound and some dried figs at $9 per pound. She spent $75 before tax.[/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][/size][br][br]If she bought 2 pounds of almonds, how many pounds of figs did she buy?[br]
If she bought 1 pound of figs, how many pounds of almonds did she buy?
Write an equation that describes the relationship between pounds of figs and pounds of almonds that Clare bought, and the dollar amount that she paid. Be sure to specify what the variables represent.
[size=150]Here is a graph that represents the quantities in this situation.[/size][br][img]data:image/png;base64,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[/img][br]Choose any point on the line, state its coordinates, and explain what it tells us.[br]
Choose any point that is [i]not[/i] on the line, state its coordinates, and explain what it tells us.[br]
A student has a savings account with $475 in it. She deposits $125 of her paycheck into the account every week. Her goal is to save $7,000 for college.
How much will be in the account after 3 weeks?[br]
How long will it take before she has $1,350?[br]
Write an equation that represents the relationship between the dollar amount in her account and the number of weeks since she started depositing $125 each week.[br]
Graph your equation. Mark the points on the graph that represent the amount after 3 weeks, and also the week she has $1,350.
Write down the coordinates.
How long will it take her to reach her goal?[br]
A 450-gallon tank full of water is draining at a rate of 20 gallons per minute.
How many gallons will be in the tank after 7 minutes?[br]
How long will it take for the tank to have 200 gallons?[br]
Write an equation that represents the relationship between the gallons of water in the tank and minutes the tank has been draining.[br]
Graph your equation. Mark the points on the graph that represent the gallons after 7 minutes and the time when the tank has 200 gallons.
How long will it take until the tank is empty?[br]
Write an equation that represents the relationship between the gallons of water in the tank and [i]hours[/i] the tank has been draining.[br]
Write an equation that represents the relationship between the gallons of water in the tank and [i]seconds[/i] the tank has been draining.[br]
Graph your new equation that represents the relationship between the gallons of water in the tank and hours the tank has been draining.
Graph your new equations that represents the relationship between the gallons of water in the tank and seconds the tank has been draining.
In what way are all of the graphs the same?
In what way are they all different?
How would these graphs change if we used quarts of water instead of gallons?
What would stay the same?
IM Alg1.2.5 Practice: Equations and Their Graphs
Select [b]all[/b] the points that are on the graph of the equation [math]4y-6x=12[/math].
[size=150]Here is a graph of the equation [math]x+3y=6[/math].[/size][br][img]data:image/png;base64,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[/img][br]Select [b]all[/b] coordinate pairs that represent a solution to the equation.
A theater is selling tickets to a play. Adult tickets cost $8 each and children’s tickets cost $5 each.
They collect $275 after selling [math]x[/math] adult tickets and [math]y[/math] children’s tickets.[br][img]data:image/png;base64,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[/img][br]What does the point [math](30,7)[/math] mean in this situation?
Priya starts with $50 in her bank account. She then deposits $20 each week for 12 weeks.
Write an equation that represents the relationship between the dollar amount in her bank account and the number of weeks of saving.[br]
Graph your equation. Mark the point on the graph that represents the amount after 3 weeks.
How many weeks does it take her to have $250 in her bank account? Mark this point on the graph.[br]
During the month of August, the mean of the daily rainfall in one city was 0.04 inches with a standard deviation of 0.15 inches. In another city, the mean of the daily rainfall was 0.01 inches with a standard deviation of 0.05 inches.
Han says that both cities had a similar pattern of precipitation in the month of August. Do you agree with Han? Explain your reasoning.
In a video game, players form teams and work together to earn as many points as possible for their team. Each team can have between 2 and 4 players. Each player can score up to 20 points in each round of the game.
[size=150]Han and three of his friends decided to form a team and play a round. [br]Write an expression, an equation, or an inequality for each quantity described here. If you use a variable, specify what it represents. [/size][br][br]the allowable number of players on a team
the number of points Han's team earns in one round if every player earns a perfect score[br]
the number of points Han's team earns in one round if no players earn a perfect score[br]
the number of players in a game with six teams of different sizes: two teams have 4 players each and the rest have 3 players each[br]
the possible number of players in a game with eight teams[br]
A student on the cross-country team runs 30 minutes a day as a part of her training.
[size=150]Write an equation to describe the relationship between the distance she runs in miles, [math]D[/math], and her running speed, in miles per hour, when she runs:[/size][br][br]at a constant speed of 4 miles per hour for the entire 30 minutes[br]
at a constant speed of 5 miles per hour the first 20 minutes, and then at 4 miles per hour the last 10 minutes[br]
at a constant speed of 6 miles per hour the first 15 minutes, and then at 5.5 miles per hour for the remaining 15 minutes[br]
at a constant speed of [math]a[/math] miles per hour the first 6 minutes, and then at 6.5 miles per hour for the remaining 24 minutes [br]
at a constant speed of 5.4 miles per hour for [math]m[/math] minutes, and then at [math]b[/math] miles per hour for [math]n[/math] minutes[br]
In the 21st century, people measure length in feet and meters. At various points in history, people measured length in hands, cubits, and paces. There are 9 hands in 2 cubits. There are 5 cubits in 3 paces.
Write an equation to express the relationship between hands, [math]h[/math], and cubits, [math]c[/math].
Write an equation to express the relationship between hands, [math]h[/math], and paces, [math]p[/math].
The table shows the amount of money, A, in a savings account after m months.
[img]data:image/png;base64,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[/img][br][br]Select [b]all[/b] the equations that represent the relationship between the amount of money, [math]A[/math], and the number of months, [math]m[/math].