4-2 Directly and inversely proportional

Directly and inversely 
proportional (p. 106)
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Slide 1: Diapositive
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Directly and inversely 
proportional (p. 106)
What you need:
- Textbook, writingbook, iPad
- Pen, pencil, geotriangle
- Calculator


Schoolbags in the cuboard
Phones in the phonebag
Bluetooth 
- ON
- VPN off

Slide 1 - Diapositive

Lesson goal
Distinguish between direct and inverse proportionality.

Use proportionality to answer simple questions.

Slide 2 - Diapositive

Directly proportional
When variable x is multiplied by, for example three and the variable y also becomes three times greater, the variables x and y are direclty proportional.

Y = c x X

Slide 3 - Diapositive

Slide 4 - Diapositive

Is 8a a direct proportionality?
A
Yes
B
No

Slide 5 - Quiz

Is 8b a direct proportionality?
A
Yes
B
No

Slide 6 - Quiz

Is 8c a direct proportionality?
A
Yes
B
No

Slide 7 - Quiz

Slide 8 - Diapositive

Slide 9 - Diapositive

Is 9a a direct proportionality?
A
Yes
B
No

Slide 10 - Quiz

Is 9b a direct proportionality?
A
Yes
B
No

Slide 11 - Quiz

Is 9c a direct proportionality?
A
Yes
B
No

Slide 12 - Quiz

Is 9d a direct proportionality?
A
Yes
B
No

Slide 13 - Quiz

Slide 14 - Diapositive

Inversely proportional
When variable x is multiplied by for example 3, and variable y becomes three times smaller, the variables x and y are inversly proportional.

Y x X = c

Slide 15 - Diapositive

Slide 16 - Diapositive

Is 13a an inverse proportionality?
A
Yes
B
No

Slide 17 - Quiz

Is 13b an inverse proportionality?
A
Yes
B
No

Slide 18 - Quiz

Is 13c an inverse proportionality?
A
Yes
B
No

Slide 19 - Quiz

Is 13d an inverse proportionality?
A
Yes
B
No

Slide 20 - Quiz

Slide 21 - Diapositive

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10, 14, 11, 12

Slide 22 - Diapositive