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Monday Homework: Finish 5.1 Day 2 Worksheet
1st: Pick up a warmup sheet 2nd: Fill Out Planner 3rd: Take out Spiral Notebook, Pencil, Math Facts 4th: Complete warm up then practice math facts Solve the equation for y π π πβ π π π+π=π What is the slope of the line that passes through βπ,βπ (π, βπ)? 5 minute timer
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Dress Code Math Facts 7th Announcements Weekly Review Hints
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Challenge of the Week Tom asked his Granny how old she was. Rather than giving him a straight answer, she replied: "I have 6 children, and there are 4 years between each one and the next. I had my first child (Your Uncle Peter) when I was 19. Now the youngest one (Your Auntie Jane) is 19 herself. That's all I'm telling you!" How old is Tom's Granny? ** YOU MUST SHOW ALL OF YOUR WORK TO RECEIVE CREDIT, GUESSING A NUMBER WILL NOT COUNT.
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Plan This Week Monday: Lesson 5.1 β Day 2 Tuesday: Lesson 5.3 β Day 1 Wednesday: Lesson 5.3 β Day 2 Thursday: Lesson 5.3 β Day 3 Friday: Quiz 5.1 & 5.3 (Critical Thinking Activity)
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Example 6 Solve the system by graphing πβπ=ππ β π π π+π=βπ
πβπ=ππ β π π π+π=βπ Β The lines intersect at (______ , ______), so the solution is (______ , ______)
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The lines intersect at (__- 4__ , __- 3__), so the solution is (__- 4__ ,__- 3__) Check: πβπ=ππ β π π π+π=βπ
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Parallel Lines Same Slopes and Different Intercepts NO Solution
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Example 7 Solve the system by graphing πβ π π π=βπ πβπ= π π π
πβ π π π=βπ πβπ= π π π The solution is _______________________ .
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Same Lines Same Slopes and Same Intercepts Infinitely Many Solutions
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Example 8 Solve the system by graphing πβππ=π ππβπ=ππ
πβππ=π ππβπ=ππ The solution is _______________________ .
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Example 9 Solve the system by graphing π=ππ+π π+ππ=βπ
π=ππ+π π+ππ=βπ Β The solution is _______________________ .
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What are the three types of solutionβs we have when solving systems of linear equation? 1. 2. 3.
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