Algebra2 - IXL and LT Connections - Student View
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STUDENT SELF TRACKER
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START HEREIXL % Completion (You need 100% unless stated otherwise)IF YOU GET STUCK WATCH THIS!FINISH WITH THISWeek
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IXL TopicsVideosExit Ticket
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S1
Functions1 - I can determine if a relation is a function or not
Functions
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D.2https://www.youtube.com/watch?v=cpNbMEX9edM
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https://www.youtube.com/watch?v=3BmYm5lbzkk
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Functions2 - I can write a rule that determines a function.
Functions
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D.8
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D.5
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Functions3 - I can identify Domain and Range given a graph.Functions
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D.1
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Functions4 - I can evaluate functions algebraically and graphically.Functions1
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D.31
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D.41
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Z9 (8th)pre-req1
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Functions5- I can interpret a linear function and describe the key features of a linear and nonlinear graph.
Functions
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D.62
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D.72
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D.92
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Functions6 - I can find the inverse of linear functions.
Functions
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O.83
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O.93
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LinearSystems1 - I can solve a system of linear equations graphically.
Systems of Equations
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C.4pre-req
https://www.youtube.com/watch?v=UgtMbCI4G_I&t=17s
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B.2pre-req4
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E.15
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E.25
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LinearSystems2 - I can solve a system of linear equations using substitution.
Systems of Equations
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E.6
https://www.youtube.com/watch?v=YriMMWbndn0
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E.3
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LinearSystems3 - I can solve a system of linear equations using elimination.
Systems of Equations
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E.8
https://www.youtube.com/watch?v=XOJgzW4P7T8
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LinearSystems4 - I can identify and create a system of linear equations to solve a word problem.
Systems of Equations
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E.7
https://www.youtube.com/watch?v=qeJZaGIPaDA
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E.97
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Quadratics1- I can graph out quadratics of the form ax^2, ax^2+b and identify the vertex and the shift.
Quadratics
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J.1
https://www.youtube.com/watch?v=2D8h73gpzts
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J.3
https://www.youtube.com/watch?v=RB4ToFSOQFk
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Quadratics2 - I can find the vertex of a parabola in the standard form with and without the aid of a computer algebra system.

Quadratics
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T.2
https://www.youtube.com/watch?v=ygH-Y5YG5kE
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Quadratics3a - I can factor a quadratic : using the GCF
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Quadratics3b - I can factor quadratics where a=1Quadratics
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J5
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J6
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Quadratics3c: I can factor quadratics in standard form where a is not 1. Quadratics
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Quadratics4a: I can find the roots of a parabola in the standard form by: square rootingQuadratics
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J4
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J9
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J8
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Quadratics4b - I can find the roots of a parabola in the standard from by: completing the square.Quadratics
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