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2TH §4.1 Square roots
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b
= 12
a
- 3 +
a
- 5
a
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Slide 1:
Slide
Wiskunde
Middelbare school
havo, vwo
Leerjaar 2
This lesson contains
21 slides
, with
interactive quizzes
and
text slides
.
Lesson duration is:
50 min
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Items in this lesson
Entry Ticket
Write shorter
b
= 12
a
- 3 +
a
- 5
a
Slide 1 - Slide
§4.1 Square roots
Slide 2 - Slide
What's new then?
The operations:
+ - x
and
:
are familiar to you by now.
You've known them for a long time.
However in this lesson a NEW OPERATION comes up!
Slide 3 - Slide
Learning goals
a NEW OPERATION comes up!
You will learn:
what the square root of a number is
how to give a approximation of a square root
Slide 4 - Slide
Question: What are the 4 areas of these squares?
Key them in from left to right, in the next slide.
Slide 5 - Slide
The 4 areas are ...
Slide 6 - Mind map
Solution:
the areas are:
1, 4, 9 and 16 grid squares
Slide 7 - Slide
You see 3 squares lined up here.
Question:
What are the lengths of the 3 different sides?
Key them in in the next slide.
Slide 8 - Slide
The 3 different lengths are ......
Slide 9 - Mind map
You see 3 squares lined up here.
Question:
What are the lengths of the 3 different sides?
Solution: the 3 different lengths we see are 5, 9 and ...... ??!
Your state of mind now may be best described by the next slide!
Slide 10 - Slide
Slide 11 - Slide
This is the one that gave us a
- headache or a
- thrill
Choose whatever applies to you.
Slide 12 - Slide
Question:
Between which 2 WHOLE NUMBERS
does the length of this square lie?
ANS
Slide 13 - Slide
Between ... and ...
Slide 14 - Mind map
Question:
Between which two
WHOLE NUMBERS
does the length of this square lie?
Solution:
Between 10 and 11. Why?
Because 10 x 10 = 100 and 11 x 11 = 121
Slide 15 - Slide
SOMETHING NEW NOW:
we call the length of the square's side:
THE ROOT OF 112 !
Slide 16 - Slide
Slide 17 - Slide
Slide 18 - Slide
Slide 19 - Slide
Get your CALCALATOR now!
Find the ROOT key and KEY IN:
ROOT 7 !
It's clear that
7 is not a whole number.
√
Slide 20 - Slide
Homework:
§4.1 Square roots
Do exercises 2, 3, 5, 6 and 7 (page 129-130)
Find it difficult? Do the support exercises
Need a challenge? Do the challenge exercises
Slide 21 - Slide
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