ΓΩΝΙΕΣ ΙΣΟΣΚΕΛΟΥΣ ΚΑΙ ΙΣΟΠΛΕΥΡΟΥ ΤΡΙΓΩΝΟΥ

[b][u]ΔΙΕΡΕΥΝΗΣΗ[/u][/b]
[list][*][b]Να μετακινήσετε μια κορυφή του τριγώνου ΑΒΓ και να παρατηρήσετε για τα διαφορετικά ισοσκελή τρίγωνα που προκύπτουν το μέτρο των γωνιών τους.[/b][/*][/list]
Ερώτηση 1
Τι παρατηρείτε σχετικά με τις γωνίες που πρόσκεινται στη βάση των ισοσκελών τριγώνων που προκύπτουν μετακινώντας μια κορυφή του πιο πάνω τριγώνου;
Ερώτηση 2
Ποιο είναι το μέτρο των γωνιών που πρόσκεινται στη βάση ενός ορθογώνιου και ισοσκελούς τρίγωνου;
[list][*][b]Μετακινήστε τις κορυφές του πιο πάνω τριγώνου ώστε αυτό να γίνει ισόπλευρο.[br][/b][/*][/list]
Eρώτηση 3
Τι παρατηρείτε;
[list][*][b]Να μετακινήσετε τις κορυφές του πιο πάνω τριγώνου ώστε να προκύψουν διαφορετικά ισόπλευρα τρίγωνα. [/b][br][/*][/list]
Ερώτηση 4
Σε ποιο συμπέρασμα καταλήγετε;
[b][size=150]ΔΡΑΣΤΗΡΙΟΤΗΤΕΣ[/size][/b]
1. Να χαρακτηρίσετε με ΣΩΣΤΟ ή ΛΑΘΟΣ τις πιο κάτω προτάσεις, επιλέγοντας τον αντίστοιχο χαρακτηρισμό.
(α)Αν ένα ισοσκελές τρίγωνο έχει μια οξεία γωνία τότε το τρίγωνο είναι σίγουρα οξυγώνιο.
(β)Ένα αμβλυγώνιο τρίγωνο μπορεί να είναι και ισόπλευρο.
(γ) Σε κάθε ισοσκελές τρίγωνο οι ίσες γωνιές του βρίσκονται απέναντι από τις ίσες πλευρές του.
2.Το μέτρο δύο γωνιών ενός τριγώνου είναι 30[sup]ο [/sup]και 75[sup]ο[/sup].Ποιο είναι το είδος του ως προς τις πλευρές του;(Να επιλέξετε τη σωστή απάντηση.)
3. Να επιλέξετε την ορθή πρόταση.
4. Στο πιο κάτω σχήμα το τρίγωνο ΑΒΓ είναι ισοσκελές με ΑΒ=ΑΓ. Να υπολογίσετε το μέτρο όλων των άγνωστων γωνιών του. 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[/img]
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Information: ΓΩΝΙΕΣ ΙΣΟΣΚΕΛΟΥΣ ΚΑΙ ΙΣΟΠΛΕΥΡΟΥ ΤΡΙΓΩΝΟΥ