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11.1 Pythagoras
11.1 Pythagoras
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Slide 1:
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Wiskunde
Middelbare school
havo
Leerjaar 3
This lesson contains
38 slides
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interactive quizzes
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and
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11.1 Pythagoras
Slide 1 - Slide
Rounding numbers
Rounding means making a number simpler but keeping its value close to what it was. The result is less accurate, but easier to use.
Form example:
73 -> 70
7,12 -> 7,1
Slide 2 - Slide
Rounding decimals
Decide which is the last digit to keep
Leave it the same if the next digit is less than 5 (this is called rounding down)
But increase it by 1 if the next digit is 5 or more (this is called rounding up)
Slide 3 - Slide
Slide 4 - Slide
Round to one decimal
6,684.
Slide 5 - Open question
Slide 6 - Slide
A square is the result of multiplying a number by itself
Squaring is the same as raising to the power 2
the square of 3 may be written as , which is the number 9
= 3x3 = 9
3
2
3
2
Slide 7 - Slide
Calculate the square of 8
Slide 8 - Open question
Square root
Slide 9 - Slide
Wat is het wortel van 64
A
4
B
6
C
8
D
32
Slide 10 - Quiz
round to 2 decimal places
7,814
Slide 11 - Open question
What is the square of 12
Slide 12 - Open question
What is the square root of 49
Slide 13 - Open question
Slide 14 - Slide
Slide 15 - Slide
Slide 16 - Slide
Slide 17 - Video
Calculating the Hypotenuse -> Side AC
Slide 18 - Slide
Stelling van Pythagoras
a
2
+
b
2
=
c
2
A
B
2
+
B
C
2
=
A
C
2
7
2
+
1
1
2
=
A
C
2
4
9
+
1
2
1
=
A
C
2
1
7
0
=
A
C
2
A
C
=
√
1
7
0
A
C
≈
1
3
,
0
4
Slide 19 - Slide
Calculate the length of BC
The catheti
Slide 20 - Slide
Bereken de lengte van BC
a
2
+
b
2
=
c
2
Slide 21 - Slide
Bereken de lengte van BC
a
2
+
b
2
=
c
2
A
B
2
+
B
C
2
=
A
C
2
Slide 22 - Slide
Bereken de lengte van BC
a
2
+
b
2
=
c
2
1
3
2
+
B
C
2
=
2
0
2
A
B
2
+
B
C
2
=
A
C
2
Slide 23 - Slide
Bereken de lengte van BC
a
2
+
b
2
=
c
2
1
3
2
+
B
C
2
=
2
0
2
1
6
9
+
B
C
2
=
4
0
0
A
B
2
+
B
C
2
=
A
C
2
Slide 24 - Slide
Bereken de lengte van BC
a
2
+
b
2
=
c
2
1
3
2
+
B
C
2
=
2
0
2
1
6
9
+
B
C
2
=
4
0
0
B
C
2
=
2
3
1
A
B
2
+
B
C
2
=
A
C
2
Slide 25 - Slide
Bereken de lengte van BC
a
2
+
b
2
=
c
2
1
3
2
+
B
C
2
=
2
0
2
1
6
9
+
B
C
2
=
4
0
0
B
C
2
=
2
3
1
A
B
2
+
B
C
2
=
A
C
2
B
C
=
√
2
3
1
Slide 26 - Slide
Bereken de lengte van BC
a
2
+
b
2
=
c
2
1
3
2
+
B
C
2
=
2
0
2
1
6
9
+
B
C
2
=
4
0
0
B
C
2
=
2
3
1
A
B
2
+
B
C
2
=
A
C
2
B
C
=
√
2
3
1
B
C
≈
1
5
.
2
0
Slide 27 - Slide
Bereken de lengte van BC
a
2
+
b
2
=
c
2
1
3
2
+
B
C
2
=
2
0
2
1
6
9
+
B
C
2
=
4
0
0
B
C
2
=
2
3
1
A
B
2
+
B
C
2
=
A
C
2
B
C
=
√
2
3
1
B
C
≈
1
5
.
2
0
Slide 28 - Slide
a
2
+
b
2
=
c
2
1
3
2
+
B
C
2
=
2
0
2
1
6
9
+
B
C
2
=
4
0
0
B
C
2
=
2
3
1
A
B
2
+
B
C
2
=
A
C
2
B
C
≈
1
5
.
2
0
1
3
2
+
B
C
2
=
2
0
2
1
6
9
+
B
C
2
=
4
0
0
B
C
2
=
2
3
1
B
C
≈
1
5
.
2
0
Slide 29 - Slide
Bereken zijde DE
Slide 30 - Open question
Bereken zijde PQ
Slide 31 - Open question
Slide 32 - Slide
Slide 33 - Slide
Slide 34 - Slide
Slide 35 - Slide
Slide 36 - Slide
Slide 37 - Slide
Assignments in bettermarks
Slide 38 - Slide
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