Camera is ON and shows most of your hands and face
Your phone and books are NOT in your room
Your quiz version can be found at 12:30 in Teams --> Assignments --> (Hand in) quiz square roots
Done? Ask permission in chat to get your phone for pictures
You have until 12:50 to hand in your quiz. It closes at 12:55!
Oral justifications for cases of doubt
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Slide 1: Slide
WiskundeMiddelbare schoolvwoLeerjaar 1
This lesson contains 15 slides, with interactive quizzes and text slides.
Lesson duration is: 60 min
Items in this lesson
Quiz rules
Camera is ON and shows most of your hands and face
Your phone and books are NOT in your room
Your quiz version can be found at 12:30 in Teams --> Assignments --> (Hand in) quiz square roots
Done? Ask permission in chat to get your phone for pictures
You have until 12:50 to hand in your quiz. It closes at 12:55!
Oral justifications for cases of doubt
Slide 1 - Slide
Formulas with square roots
March 10th, 2021
t2a
12:05
Cameras ON
y=√x
Slide 2 - Slide
Schedule
Quiz max30 min
Formulas with square roots 15 min
Practice 15 min Wrap-up
Slide 3 - Slide
Programme
Slide 4 - Slide
Grading
Statistics Project: 0.75
Quiz square roots: 0.25
Slide 5 - Slide
Intended Learning Outcomes
At the end of the lesson you can...
Work out brackets with square roots in them
Do all sorts of calculations with square roots
Slide 6 - Slide
What is the graph of a quadratic formula called again?
A
Linear graph
B
Hyperbola
C
Parabola
D
Curving graph
Slide 7 - Quiz
You know two things: - The shape of the graph of a quadratic formula - A square root is the 'opposite' of a square With that in mind, describe what you think the graph of the formula on the right would look like.
y=√x
Slide 8 - Open question
Let's build the graph
y=√x
Slide 9 - Slide
www.geogebra.org/graphing
Slide 10 - Slide
What will the graph of thís formula look like then?
y=−√x
A
A normal parabola again
B
A line
C
The same half sideways parabola, but going left instead of right
D
The same half sideways parabola, but going down instead of up
Slide 11 - Quiz
Explain why the following statement is/isn't true: