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Opposite and collinear vectors

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Opposite and collinear vectors

Season 01

Episode 15 Time frame 1 period

Prerequisites :

Notionsofvetor.Basinotionsaboutgrids.

Objectives :

Understand the onepts of opposite and ollinearvetors.

Materials :

Five groupsof 4 ards with vetors ona grid.

Cards with non-ollinearvetors for the bingo.

Cards with vetoroordinates.

1 – Matching games 25 mins

Eah student is given a ard with a vetor on agrid.

Part1:Eahstudenthastondwhointhelasshasavetoroppositetohisownvetor,

then nd a preise denition of opposite vetors.

Cards are shued then handed out bak tothe students.

Part 2 : Eah student has to nd those in the lass with a vetor ollinear to his own

vetor, then nd a preisedenition of ollinearvetors.

2 – Bingo 30 mins

Eah student is handed out a ard with a vetor, with no two vetors ollinear in the

lass. Theteaherrandomlypiksaard avetor. Thestudentwho hasavetorollinear

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Document 1

Five groups of 4ards with vetors ona grid

Up Up Up

Up Up Up

Up Up Up

(3)

Up Up Up

Up Up Up

(4)

Document 2

Cards with non-ollinearvetors for the bingo

Up Up Up Up

Up Up Up Up

(5)

Up Up Up Up

Up Up Up Up

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Document 3

Coordinates for the bingo

(0 , 4) (1 , 4) (1 , 3) (1 , 2) (2 , 3)

(2 , 2) (3 , 2) (2 , 1) (3 , 1) (3 , 0)

(4 , − 1) (3 , − 1) (2 , − 1) (3 , − 2) (2 , − 2) (2 , − 3) (1 , − 2) (1 , − 3) (1 , − 4) (4 , 1)

(0 , 8) (2 , 8) (2 , 6) (2 , 4) (4 , 6)

(4 , 4) (6 , 4) (4 , 2) (6 , 2) (6 , 0)

(8 , − 2) (6 , − 2) (4 , − 2) (6 , − 4) (4 , − 4) (4 , − 6) (2 , − 4) (2 , − 6) (2 , − 8) (8 , 2) (0 , − 4) ( − 1 , − 4) ( − 1 , − 3) ( − 1 , − 2) ( − 2 , − 3) ( − 2 , − 2) ( − 3 , − 2) ( − 2 , − 1) ( − 3 , − 1) ( − 3 , 0)

( − 4 , 1) ( − 3 , 1) ( − 2 , 1) ( − 3 , 2) ( − 2 , 2) ( − 2 , 3) ( − 1 , 2) ( − 1 , 3) ( − 1 , 4) ( − 4 , − 1)

(0 , 2) (0 . 5 , 2) (0 . 5 , 1 . 5) (0 . 5 , 1) (1 , 1 . 5) (1 , 1) (1 . 5 , 1) (1 , 0 . 5) (1 . 5 , 0 . 5) (1 . 5 , 0) (2 , − 0 . 5) (1 . 5 , − 0 . 5) (1 , − 0 . 5) (1 . 5 , − 1) (1 , − 1) (1 , − 1 . 5) (0 . 5 , − 1) (0 . 5 , − 1 . 5) (0 . 5 , − 2) (2 , 0 . 5) (0 , − 8) ( − 2 , − 8) ( − 2 , − 6) ( − 2 , − 4) ( − 4 , − 6) (−4 , −4) (−6 , −4) (−4 , −2) (−6 , −2) (−6 , 0)

( − 8 , 2) ( − 6 , 2) ( − 4 , 2) ( − 6 , 4) ( − 4 , 4)

( − 4, 6) ( − 2, 4) ( − 2, 6) ( − 2, 8) ( − 8, − 2)

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