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Πρόσθεση και αφαίρεση ετερώνυμων κλασμάτων *
Πολλαπλασιασμός κλασμάτων
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-πολλαπλασιασμός ακέραιου με κλάσμα
-πολλαπλασιασμός δεκαδικού με κλάσμα
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Αντίστροφοι αριθμοί
Διαίρεση κλασμάτων
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Διαίρεση μέτρησης σε ομώνυμα κλάσματα
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Έννοια του Ποσοστού
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Γεωμετρικά σχήματα - περίμετρος
Iσοεμβαδικά σχήματα
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skoool™ Πρόσθεση & Αφαίρεση ομώνυμων Κλασμάτων
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)
Πρόσθεση κι αφαίρεση
ομώνυμων κλασμάτων
Κάνε κλικ, δες, άκου, εξασκήσου
skoool™ Πρόσθεση & Αφαίρεση ομώνυμων Κλασμάτων
Πολλαπλάσια, Κοινά Πολλαπλάσια (ΚΠ)
ΠΩΣ ΒΡΙΣΚΟΥΜΕ ΤΟ Ε.Κ.Π.
Α΄ τρόποςα. Βρίσκουμε μερικά πολλαπλάσια των αριθμών.
β. Σημειώνουμε τα κοινά πολλαπλάσιά τους.
γ. Επιλέγουμε το μικρότερο από αυτά.
Β΄ τρόπος
Παίρνουμε τον μεγαλύτερο αριθμό. Εξετάζουμε αν είναι πολλαπλάσιο ταυτόχρονα των άλλων. Εάν είναι, αυτός είναι και το Ε.Κ.Π. Εάν δεν είναι, παίρνουμε τον διπλάσιό του και εξετάζουμε το ίδιο πράγμα. Εάν δεν είναι και πάλι πολλαπλάσιο των άλλων, παίρνουμε τον τριπλάσιό του και ελέγχουμε ξανά. Συνεχίζουμε με τον ίδιο τρόπο, μέχρι να βρούμε ένα πολλαπλάσιο του μεγαλύτερου αριθμού που να είναι πολλαπλάσιο ταυτόχρονα και των άλλων αριθμών. Αυτό θα είναι και το Ε.Κ.Π.
Παράδειγμα: Θέλουμε να βρούμε το Ε.Κ.Π. των αριθμών 2, 3 και 4.
α. Παίρνουμε το 4. Είναι πολλαπλάσιο του 2, αλλά όχι και του 3.
β. Παίρνουμε το διπλάσιο του 4, το 8. Είναι πολλαπλάσιο του 2, αλλά όχι και του 3.
γ. Παίρνουμε το τριπλάσιο του 4, το 12. Αυτό είναι πολλαπλάσιο και του 2 και του 3.
Άρα: Ε.Κ.Π. (2, 3, 4) = 12.
Να βρείτε με το 2ο τρόπο
ΕΚΠ ( 2, 42)=
ΕΚΠ ( 3,24) =
ΕΚΠ (27, 90)=
ΕΚΠ ( 100, 10.000)=
ΕΚΠ ( 3, 7)=
ΕΚΠ ( 3, 10) =
ΕΚΠ ( 2, 4, 24)=
ΕΚΠ ( 2, 4, 9)=
ΕΚΠ ( 3,4,5 )=
ΕΚΠ ( 2,3,7) =
Κάνε κλικ , δες και άκου πώς βρίσκουμε το ΕΚΠ
Μετατροπή ετερώνυμων σε ομώνυμα κλάσματα
![]() |
πηγή : 31ο Δ,ΣΧ, Περιστερίου |
Πρόσθεση κι αφαίρεση
ετερώνυμων κλασμάτων
Για να προσθέσουμε ή να αφαιρέσουμε ετερώνυμα κλάσματα, πρέπει πρώτα να τα μετατρέψουμε σε ομώνυμα.
Πολλαπλασιασμός κλασμάτων
Για να
πολλαπλασιάσουμε κλάσμα με κλάσμα, σχηματίζουμε ένα καινούριο κλάσμα που
έχει αριθμητή το γινόμενο των αριθμητών και παρονομαστή το γινόμενο των
παρονομαστών.
Μετά απλοποιώ
Πολλαπλασιασμός ακέραιου με κλάσμα
Αν
θέλουμε να πολλαπλασιάσουμε ακέραιο αριθμό με κλάσμα, πολλαπλασιάζουμε
τον ακέραιο μόνο με τον αριθμητή του κλάσματος…
Παράδειγμα
![Picture](http://eclass31.weebly.com/uploads/8/3/3/4/8334101/7194871.png?148)
ή
κάνουμε τον ακέραιο κλάσμα (βάζοντας στον παρονομαστή τη μονάδα) και στη
συνέχεια κάνουμε πολλαπλασιασμό κλασμάτων.
![Picture](http://eclass31.weebly.com/uploads/8/3/3/4/8334101/3238463.png?228)
Πολλαπλασιασμός δεκαδικού με κλάσμα
Αν
θέλουμε να πολλαπλασιάσουμε δεκαδικό αριθμό με κλάσμα, μπορούμε να
μετατρέψουμε το δεκαδικό αριθμό σε δεκαδικό κλάσμα και στη συνέχεια να κάνουμε
πολλαπλασιασμό κλασμάτων.
Παράδειγμα
![Picture](http://eclass31.weebly.com/uploads/8/3/3/4/8334101/4053991.png?244)
Πολλαπλασιασμός μεικτού με κλάσμα
Αν θέλουμε να
πολλαπλασιάσουμε μεικτό αριθμό με κλάσμα, μπορούμε να μετατρέψουμε το μεικτό
αριθμό σε κλάσμα και στη συνέχεια να κάνουμε πολλαπλασιασμό κλασμάτων.
![Picture](http://eclass31.weebly.com/uploads/8/3/3/4/8334101/4053991.png?244)
Αντίστροφοι αριθμοί
Αν δύο αριθμοί δίνουν γινόμενο το 1 λέγονται αντίστροφοι αριθμοί
![](http://gregzer.pbworks.com/f/Klasmata07.jpg)
Για να σχηματίσουμε τον αντίστροφο ενός αριθμού, γράφουμε τον αριθμό με μορφή κλάσματος. Το αντίστροφο του κλάσματος είναι και ο αντίστροφος του αρχικού αριθμού.
![](http://gregzer.pbworks.com/f/Klasmata04.jpg)
Διαίρεση κλασμάτων
.......................
...........................................................................................................................................................
Κάνε κλικ να πας στη σελίδα
όλα για Τα κλάσματα
(σύντομα)
...........................................................................................................................................................
Έννοια του ποσοστού
Τι είναι το ποσοστό
Ποσοστό ενός ποσού είναι ένα
μέρος(κλάσμα) του ποσού αυτού.
Όταν
αναφερόμαστε στο ποσοστό συνήθως εννοούμε ποσοστό " στα 100".
Υποθέστε
ότι έχουμε ένα δεκαδικό κλάσμα με παρονομαστή 100.
Έτσι, το 50% σημαίνει 50 στα 100 (50 )
100
30% σημαίνει 30 στα 100 (30 )
100
25% σημαίνει 25 στα 100 (25 )
100
Χρωματίζω
το 25% της επιφάνειας του σχήματος .
Για να γίνεται
εύκολη η σύγκριση ανάμεσα σε διαφορετικά ποσά χρησιμοποιούμε την κλίμακα του
100
(το ποσοστό στα %)
Παράδειγμα
Μετατρέπω κλάσματα
σε ποσοστά:
1ος
τρόπος
Τι
κάνω
|
Παράδειγμα
|
1. Βρίσκω
έναν αριθμό με τον οποίο μπορώ να πολλαπλασιάσω τον παρονομαστή για να
φτάσει στο 100
|
12
20 Ο
αριθμός είναι το 5 γιατί
20Χ5=100
|
2. Πολλαπλασιάζω
τον αριθμητή και τον παρονομαστή με τον ίδιο αριθμό
|
12 Χ5 = 60
20Χ 5 100
|
3. Γράφω τον αριθμητή με το σύμβολο %
|
60%
|
2ος
τρόπος
Τι
κάνω
|
Παράδειγμα
|
Διαιρώ τον αριθμητή με τον
παρονομαστή του κλάσματος . Μετατρέπω
δηλαδή το κλάσμα σε δεκαδικό αριθμό
|
4
= 4: 20 = 0,20
20
|
Γράφω το δεκαδικό αριθμό με μορφή
δεκαδικού κλάσματος
με
παρονομαστή το 100
|
0,20 = 20
100
|
Γράφω τον αριθμητή του κλάσματος
και δίπλα %
|
20%
|
Διαιρώ τον αριθμητή με τον
παρονομαστή του κλάσματος . Μετατρέπω
δηλαδή το κλάσμα σε δεκαδικό αριθμό
|
4
= 4: 20 = 0,20
20
|
ΣΥΜΠΕΡΑΣΜΑ: με τρεις τρόπους μπορούμε να εκφράσουμε το ποσοστό
(δηλαδή το μέρος ενός όλου)
* Με το σύμβολο του
ποσοστού(%)
* Με δεκαδικό
αριθμό και
* Με δεκαδικό κλάσμα
Γεωμετρικά σχήματα - περίμετρος & Εμβαδόν
Περίμετρο ενός γεωμετρικού σχήματος ονομάζουμε
το άθροισμα του μήκους των πλευρών του (το γύρω γύρω).
Όταν δύο διαφορετικά σχήματα έχουν την ίδια περίμετρο, λέγονται ισοπεριμετρικά
Για παράδειγμα: ένα τετράγωνο με πλευρά 3 εκ έχει περίμετρο3Χ4= 12 εκ.
ένα ισόπλευρο τρίγωνο με πλευρά 4 εκ έχει περίμετρο 3Χ4= 12εκ.
ΑΡΑ είναι ισοπεριμετρικά
Προσοχή: Για να υπολογίσω την περίμετρο ενός σχήματος θα πρέπει τα μήκη των πλευρών να είναι εκφρασμένα όλα στην ίδια μονάδα μέτρησης (μ, ή δεκ. ή εκ ή χιλ.....)
Όταν ξέρω την περίμετρο ενός γεωμετρικού σχήματος με ίσες πλευρές μπορώ να βρω το μήκος της πλευράς του :
Μήκος πλευράς= Περίμετρος : αριθμό πλευρών
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