IM 8.4.14 Lesson: Solving More Systems
Solve these without writing anything down:
[math]\displaystyle \begin{cases} x=5\\ y=x-7 \end{cases}[/math]
[math]\displaystyle \begin{cases} y=4\\ y=x+3 \end{cases}[/math]
[math]\displaystyle \begin{cases} x=8\\ y=\text-11 \end{cases}[/math]
Below are a lot of systems of equations.
[br][table][tr][td]A [math]\begin{cases} y= 4 \\ x=\text-5y+6 \end{cases}[/math][/td][td]E [math]\begin{cases} y= \text-3x-5 \\ y=4x+30 \end{cases}[/math][/td][td]I [math]\begin{cases} 3x+4y=10 \\ x=2y \end{cases}[/math][/td][/tr][tr][td]B [math]\begin{cases} y= 7 \\ x=3y-4 \end{cases}[/math][/td][td]F [math]\begin{cases} y= 3x-2 \\ y=\text-2x+8 \end{cases}[/math][br][/td][td]J [math]\begin{cases} y= 3x+2 \\ 2x+y = 47 \end{cases}[/math][/td][/tr][tr][td]C [math]\begin{cases} y= \frac{3}{2}x+7 \\ x=\text-4 \end{cases}[/math][/td][td]G [math]\begin{cases} y= 3x \\ x=\text-2y+56 \end{cases}[br][/math][/td][td]K [math]\begin{cases} y= \text-2x+5 \\ 2x+3y = 31 \end{cases}[/math][/td][/tr][tr][td]D [math]\begin{cases} y= \text-3x+10 \\ y=\text-2x+6 \end{cases}[/math][/td][td]H [math]\begin{cases} x=2y-15 \\ y= \text-2x \end{cases}[/math][/td][td]L [math]\begin{cases} x+y=10 \\ x=2y +1 \end{cases}[/math][/td][/tr][/table][br][br]Without solving, identify 3 systems that you think would be the[b] least difficult[/b] to solve. Explain your reasoning.
Without solving, identify 3 systems that you think would be the [b]most difficult[/b] to solve. Explain your reasoning.
Choose 4 systems to solve. At least one should be from your "least difficult" list and one should be from your "most difficult" list.
1[sup]st [/sup]system with solution: [br][size=85]("least difficult")[/size]
2[sup]nd [/sup]system with solution: [br]
3[sup]rd [/sup]system with solution: [br]
4[sup]th [/sup]system with solution: [br][size=85]("most difficult")[/size][br]
Tyler was looking at this system of equations:
[math]\displaystyle \begin{cases} x + y = 5\\x + y = 7 \end{cases}[/math][br][br]He said, "Just looking at the system, I can see it has no solution. If you add two numbers, that sum can’t be equal to two different numbers.” [br][br]Do you agree with Tyler? Explain your reasoning.
[size=150]In rectangle [math]ABCD[/math], side [math]AB[/math] is 8 centimeters and side [math]BC[/math] is 6 centimeters. [math]F[/math] is a point on [math]BC[/math] and [math]E[/math] is a point on [math]AB[/math]. The area of triangle [math]DFC[/math] is 20 square centimeters, and the area of triangle [math]DEF[/math] is 16 square centimeters. [/size][br][br]What is the area of triangle [math]AED[/math]?
IM 8.4.14 Practice: Solving More Systems
Solve:
[math]\begin{cases} y=6x \\ 4x+y=7 \\ \end{cases}[/math]
[math] \begin{cases} y=3x \\ x=\text-2y+70 \\ \end{cases}[/math]
Which equation, together with [math]y=-1.5x+3[/math], makes a system with one solution?
[size=150]The system [math]x-6y=4[/math], [math]3x-18y=4[/math] has no solution.[/size][br][br]Change one constant or coefficient to make a new system with one solution.
Change one constant or coefficient to make a new system with an infinite number of solutions.
Match each graph to its equation.
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[/img][br][br]Graph A:
Graph B:
Graph C:
Graph D:
Here are two points: [math](-3,4)[/math], [math](1,7)[/math]. What is the slope of the line between them?