Cette leçon contient 23 diapositives, avec quiz interactifs et diapositives de texte.
Éléments de cette leçon
Similar triangles
You need your notebook, calculator and Ipad
Slide 1 - Diapositive
Calculate ∠A
timer
1:00
Slide 2 - Question ouverte
Calculate ∠A
Slide 3 - Diapositive
What is the length of PR?
Slide 4 - Question ouverte
What is the length of PR?
Slide 5 - Diapositive
11.6 Similar triangles
Slide 6 - Diapositive
Slide 7 - Diapositive
Slide 8 - Diapositive
Which triangle is similar to triangle ABC?
A
PQR
B
KLM
C
DEF
D
None of the above
Slide 9 - Quiz
11.6 Similar triangles
Triangle ABC is similar to FDE, so their shapes are equal.
The letters referring to the matching angles are on the same space. So not necessarily in alphabetical order.
ΔABC
ΔFDE
Slide 10 - Diapositive
ΔABC
ΔFDE
Slide 11 - Diapositive
ΔABC
Slide 12 - Diapositive
ABC is congruent with triangle ...?
ΔABC
ΔABC
ΔABC
A
DEF
B
DFE
C
FED
D
FDE
Slide 13 - Quiz
ΔABC
Slide 14 - Diapositive
Calculations in similar triangles
Slide 15 - Diapositive
Slide 16 - Diapositive
Slide 17 - Diapositive
Calculations in similar triangles
To calculate lengths in similar triangles, we use a scale factor. In this example the scale factor is 20 : 8 = 2,5. So every side in triangle DEF is 2,5 times as big as the sides in ABC.
Slide 18 - Diapositive
What is the length of VS?
timer
1:00
Slide 19 - Diapositive
Hoe lang is zijde VS?
Slide 20 - Question ouverte
What is the length of VS?
Slide 21 - Diapositive
Bettermarks
Homework and equipment check
Bettermarks 11.6
Raise your finger if you have any questions or when you're finished
Communicate in English please
Slide 22 - Diapositive
Leerdoelen
Je kent de drie regels van gelijkvormigheid
Je kan lengtes van zijden uitrekenen met behulp van gelijkvormigheid