IM Alg1.2.20 Lesson: Writing and Solving Inequalities in One Variable
Kiran is getting dinner for his drama club on the evening of their final rehearsal. The budget for dinner is $60.
[size=150]Kiran plans to buy some prepared dishes from a supermarket. The prepared dishes are sold by the pound, at $5.29 a pound. He also plans to buy two large bottles of sparkling water at $2.49 each.[/size][br][br]Represent the constraints in the situation mathematically. If you use variables, specify what each one means.
How many pounds of prepared dishes can Kiran buy? Explain or show your reasoning.[br]
Han is about to mow some lawns in his neighborhood.
[table][tr][td][size=150]His lawn mower has a 5-gallon fuel tank, [br]but Han is not sure how much gasoline is in the tank. [br]He knows, however, that the lawn mower uses 0.4 [br]gallon of gasoline per hour of mowing.[/size][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][br][br]What are all the possible values for [math]x[/math], the number of hours Han can mow without refilling the lawn mower?
Write one or more inequalities to represent your response. Be prepared to explain or show your reasoning.
Andre and Priya used different strategies to solve the following inequality but reached the same solution.
[size=150][center][math]2(2x+1.5)<18-x[/math][/center][br]Make sense of each strategy until you can explain what each student has done.[br][/size][br][size=150]Andre[/size][br][math]\displaystyle \begin {align} 2 (2x + 1.5) &=18 - x\\ 4x + 3 &= 18 - x\\ 4x -15 &= \text-x\\ \text -15 &= \text-5x\\ 3& = x \end{align}[/math][br][br]Testing to see if [math]x=4[/math] is a solution:[br][math]\displaystyle \begin {align} 2(2 \cdot 4 + 1.5) &< 18 - 4\\ 2(9.5) &<14\\ 19 &<14 \end{align}[/math][br][br]The inequality is false, so 4 is not a solution. If a number greater than 3 is not a solution, the solution must be less than 3, or [math]3>x[/math].
[size=150]Make sense of this strategy until you can explain what each student has done.[/size][br][br][size=150]Priya[/size][br][math]\displaystyle \begin {align}2 (2x + 1.5) &= 18 - x\\4x + 3 &= 18 - x\\ 5x + 3 &= 18\\ 5x &= 15\\ x &= 3 \end{align}[/math][br][br]In [math]4x+3=18-x[/math], there is [math]4x[/math] on the left and [math]-x[/math] on the right.[br][br]If [math]x[/math] is a negative number, [math]4x+3[/math] could be positive or negative, but [math]18-x[/math] will always be positive.[br][br]For [math]4x+3<18-x[/math] to be true, [math]x[/math] must include negative numbers or [math]x[/math] must be less than 3.
Here are four inequalities.
[list][*][math]\frac{1}{5}p>-10[/math][br][/*][*][math]4\left(x+7\right)\le4\left(2x+8\right)[/math][br][/*][*][math]-9n<36[/math][br][/*][*][math]\frac{c}{3}<-2\left(c-7\right)[/math][br][/*][/list][br]Work with a partner to decide on at least two inequalities to solve. Solve one inequality using Andre's strategy (by testing values on either side the given solution), while your partner uses Priya's strategy (by reasoning about the parts of the inequality). Switch strategies for the other inequality.[br]
Using positive integers between 1 and 9 and each positive integer at most once, fill in values to get two constraints so that [math]x=7[/math] is the only integer that will satisfy both constraints at the same time.[br][br][math]\boxed{\phantom{3}}x+\boxed{\phantom{3}}<\boxed{\phantom{3}}x+\boxed{\phantom{3}}[/math][br][br][math]\boxed{\phantom{3}}x+\boxed{\phantom{3}}>\boxed{\phantom{3}}x+\boxed{\phantom{3}}[/math][br][br]You can use the applet below to help you.
Match each inequality to a graph that represents its solutions. Be prepared to explain or show your reasoning.
IM Alg1.2.20 Practice: Writing and Solving Inequalities in One Variable
Solve 2x<10.
Explain how to find the solution set.
Lin is solving the inequality 15-x<14.
[size=150]She knows the solution to the equation [math]15-x=14[/math] is [math]x=1[/math].[/size][br][br]How can Lin determine whether [math]x>1[/math] or [math]x<1[/math] is the solution to the inequality?
A cell phone company offers two texting plans.
[size=150]People who use plan A pay 10 cents for each text sent or received. People who use plan B pay 12 dollars per month, and then pay an additional 2 cents for each text sent or received.[/size][br][br]Write an inequality to represent the fact that it is cheaper for someone to use plan A than plan B. Use [math]x[/math] to represent the number of texts they send.
Solve the inequality.
Clare made an error when solving -4x+3<23.
[math]\displaystyle \begin{align} \text-4x+3<23 \\ \text-4x<20 \\ x< \text-5 \end{align}[/math][br][br]Describe the error that she made.
Diego’s goal is to walk more than 70,000 steps this week. The mean number of steps that Diego walked during the first 4 days of this week is 8,019.
Write an inequality that expresses the mean number of steps that Diego needs to walk during the last 3 days of this week to walk more than 70,000 steps. Remember to define any variables that you use.
If the mean number of steps Diego walks during the last 3 days of the week is 12,642, will Diego reach his goal of walking more that 70,000 steps this week?
Here are statistics for the length of some frog jumps in inches:
[list][*]the mean is 41 inches[/*][*]the median is 39 inches[/*][*]the standard deviation is about 9.6 inches[/*][*]the IQR is 5.5 inches[/*][/list]How does each statistic change if the length of the jumps are measured in feet instead of inches?
Solve this system of linear equations without graphing:
[math]\begin{cases} 3y+7=5x \\ 7x-3y=1 \\ \end{cases}[/math]
Solve each system of equations without graphing.
[math]\begin{cases} 5x+14y=\text-5 \\ \text-3x+10y=72 \\ \end{cases}[/math]
[math]\begin{cases}20x-5y=289 \\ 22x + 9y=257 \\ \end{cases}[/math]
Noah and Lin are solving this system:
[math]\begin{cases} 8x+15y=58 \\ 12x-9y=150 \end{cases}[/math][br][size=150][br]Noah multiplies the first equation by 12 and the second equation by 8, which gives:[br][center][math]\displaystyle \begin{cases} 96x+180y=696 \\ 96x-72y=1,\!200 \\ \end{cases}[/math][/center]Lin says, “I know you can eliminate [math]x[/math] by doing that and then subtracting the second equation from the first, but I can use smaller numbers. Instead of what you did, try multiplying the first equation by 6 and the second equation by 4."[/size][br][br]Do you agree with Lin that her approach also works? Explain your reasoning.[br]
What are the smallest whole-number factors by which you can multiply the equations in order to eliminate [math]x[/math]?[br]
[size=150]What is the solution set of the inequality [math]\frac{x+2}{2}\ge-7-\frac{x}{2}[/math]?[/size]