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LEARNING OBJECT PROVIDER  
 
DESCRIPTION
<p>&alpha;. &Theta;έ&lambda;&omicron;&upsilon;&mu;&epsilon; &nu;&alpha; &alpha;&nu;&alpha;&kappa;&alpha;&lambda;ύ&psi;&omicron;&upsilon;&nu; &omicron;&iota; &mu;&alpha;&theta;&eta;&tau;έ&sigmaf; &tau;&eta; &sigma;&chi;έ&sigma;&eta; &pi;&omicron;&upsilon; &sigma;&upsilon;&nu;&delta;έ&omicron;&upsilon;&nu; &mu;&epsilon;&tau;&alpha;&xi;ύ &tau;&omicron;&upsilon;&sigmaf; &tau;&iota;&sigmaf; &epsilon;&nu;&tau;ό&sigmaf; &epsilon;&nu;&alpha;&lambda;&lambda;ά&xi;<br /> , &tau;&iota;&sigmaf; &epsilon;&nu;&tau;ό&sigmaf; &epsilon;&kappa;&tau;ό&sigmaf; &epsilon;&pi;ί &tau;&alpha; &alpha;&upsilon;&tau;ά &kappa;&alpha;&iota; &tau;&iota;&sigmaf; &epsilon;&nu;&tau;ό&sigmaf; &epsilon;&pi;ί &tau;&alpha; &alpha;&upsilon;&tau;ά &gamma;&omega;&nu;ί&epsilon;&sigmaf; ό&tau;&alpha;&nu; &delta;ύ&omicron; &pi;&alpha;&rho;ά&lambda;&lambda;&eta;&lambda;&epsilon;&sigmaf; &epsilon;&upsilon;&theta;&epsilon;ί&epsilon;&sigmaf;<br /> &tau;έ&mu;&nu;&omicron;&nu;&tau;&alpha;&iota; &alpha;&pi;ό &mu;ί&alpha; ά&lambda;&lambda;&eta; &epsilon;&upsilon;&theta;&epsilon;ί&alpha;. &Gamma;&iota;&alpha; &nu;&alpha; &tau;&omicron; &pi;&epsilon;&tau;ύ&chi;&omicron;&upsilon;&mu;&epsilon; &alpha;&upsilon;&tau;ό &theta;&alpha; &chi;&rho;&eta;&sigma;&iota;&mu;&omicron;&pi;&omicron;&iota;ή&sigma;&omicron;&upsilon;&mu;&epsilon; &tau;&omicron; &lambda;&omicron;&gamma;&iota;&sigma;&mu;&iota;&kappa;ό<br /> &Chi;&epsilon;&lambda;&omega;&nu;ό&kappa;&omicron;&sigma;&mu;&omicron;&sigmaf;. &Epsilon;&pi;&iota;&lambda;έ&gamma;&omicron;&upsilon;&mu;&epsilon; &tau;&omicron; &sigma;&upsilon;&gamma;&kappa;&epsilon;&kappa;&rho;&iota;&mu;έ&nu;&omicron; &lambda;&omicron;&gamma;&iota;&sigma;&mu;&iota;&kappa;ό &gamma;&iota;&alpha;&tau;ί &mu;&epsilon; &tau;&eta;&nu; &kappa;ί&nu;&eta;&sigma;&eta; &tau;&omega;&nu; &mu;&epsilon;&tau;&alpha;&beta;&omicron;&lambda;έ&omega;&nu;<br /> &mu;&pi;&omicron;&rho;&omicron;ύ&mu;&epsilon; &nu;&alpha; &alpha;&lambda;&lambda;ά&zeta;&omicron;&upsilon;&mu;&epsilon; &tau;&iota;&sigmaf; &tau;&iota;&mu;έ&sigmaf; &tau;&omega;&nu; &gamma;&omega;&nu;&iota;ώ&nu; &kappa;&iota; έ&tau;&sigma;&iota; &nu;&alpha; &alpha;&nu;&alpha;&zeta;&eta;&tau;&omicron;ύ&mu;&epsilon; &tau;&eta; &theta;έ&sigma;&eta; &epsilon;&kappa;&epsilon;ί&nu;&eta; &tau;&omega;&nu;<br /> &mu;&epsilon;&tau;&alpha;&beta;&omicron;&lambda;έ&omega;&nu; &kappa;&alpha;&iota; ά&rho;&alpha; &tau;&omega;&nu; &tau;&iota;&mu;ώ&nu; &tau;&omega;&nu; &gamma;&omega;&nu;&iota;ώ&nu; &pi;&omicron;&upsilon; &omicron;&delta;&eta;&gamma;&omicron;ύ&nu; &sigma;&epsilon; &pi;&alpha;&rho;&alpha;&lambda;&lambda;&eta;&lambda;ί&alpha; &tau;&omega;&nu; &epsilon;&upsilon;&theta;&epsilon;&iota;ώ&nu;. Έ&tau;&sigma;&iota;<br /> &mu;&pi;&omicron;&rho;&omicron;ύ&mu;&epsilon; &nu;&alpha; &alpha;&nu;&alpha;&kappa;&alpha;&lambda;ύ&psi;&omicron;&upsilon;&mu;&epsilon; &tau;&eta; &sigma;&chi;έ&sigma;&eta; &tau;&omega;&nu; &pi;&alpha;&rho;&alpha;&pi;ά&nu;&omega; &gamma;&omega;&nu;&iota;ώ&nu; (ί&sigma;&epsilon;&sigmaf; ή &pi;&alpha;&rho;&alpha;&pi;&lambda;&eta;&rho;&omega;&mu;&alpha;&tau;&iota;&kappa;έ&sigmaf;)<br /> ώ&sigma;&tau;&epsilon; &nu;&alpha; έ&chi;&omicron;&upsilon;&mu;&epsilon; &pi;&alpha;&rho;&alpha;&lambda;&lambda;&eta;&lambda;ί&alpha;.<br /> &beta;. &Sigma;&tau;&eta; &sigma;&upsilon;&nu;έ&chi;&epsilon;&iota;&alpha; &theta;&epsilon;&omega;&rho;ώ&nu;&tau;&alpha;&sigmaf; &delta;&epsilon;&delta;&omicron;&mu;έ&nu;&omicron; ό&tau;&iota; &omicron;&iota; &epsilon;&nu;&tau;ό&sigmaf; &epsilon;&nu;&alpha;&lambda;&lambda;ά&xi; &gamma;&omega;&nu;ί&epsilon;&sigmaf; ί&sigma;&epsilon;&sigmaf; &theta;&alpha; &alpha;&sigma;&chi;&omicron;&lambda;&eta;&theta;&omicron;ύ&mu;&epsilon; &mu;&epsilon;<br /> &chi;&alpha;&rho;&tau;ί &mu;&omicron;&lambda;ύ&beta;&iota; &mu;&epsilon; &tau;&eta;&nu; &alpha;&pi;ό&delta;&epsilon;&iota;&xi;&eta; ό&tau;&iota; &omicron;&iota; &epsilon;&nu;&tau;ό&sigmaf; &epsilon;&pi;ί &tau;&alpha; &alpha;&upsilon;&tau;ά &epsilon;ί&nu;&alpha;&iota; &pi;&alpha;&rho;&alpha;&pi;&lambda;&eta;&rho;&omega;&mu;&alpha;&tau;&iota;&kappa;έ&sigmaf; &kappa;&alpha;&iota; &omicron;&iota; &epsilon;&nu;&tau;ό&sigmaf;<br /> &epsilon;&kappa;&tau;ό&sigmaf; &epsilon;&pi;ί &tau;&alpha; &alpha;&upsilon;&tau;ά &epsilon;ί&nu;&alpha;&iota; ί&sigma;&epsilon;&sigmaf;. &Tau;έ&lambda;&omicron;&sigmaf; &theta;&alpha; &gamma;ί&nu;&omicron;&upsilon;&nu; &alpha;&sigma;&kappa;ή&sigma;&epsilon;&iota;&sigmaf; &upsilon;&pi;&omicron;&lambda;&omicron;&gamma;&iota;&sigma;&mu;&omicron;ύ &gamma;&omega;&nu;&iota;ώ&nu; &sigma;&epsilon; &kappa;&alpha;&tau;ά&lambda;&lambda;&eta;&lambda;&alpha;<br /> &sigma;&chi;ή&mu;&alpha;&tau;&alpha; &omega;&sigmaf; &epsilon;&phi;&alpha;&rho;&mu;&omicron;&gamma;ή &kappa;&alpha;&iota; &epsilon;&mu;&pi;έ&delta;&omega;&sigma;&eta;.</p>


LEARNER CHARACTERISTICS
EDUCATIONAL CONTEXT
TYPICAL AGE RANGE
12 - 15
INTENDED END USER
TECHNICAL INFORMATION
METADATA PAGE URL
RESOURCE URL
ΑΝΑΓΝΩΡΙΣΤΙΚΟ
8585/309
ADDITIONAL INFORMATION
LEARNING OBJECT PROVIDER
Photodentro Learning Scenarios
METADATA PROVIDER
Photodentro Learning Scenarios
CLASSIFICATION
SUBJECT AREA
Μαθηματικά ΜαθηματικάΜαθηματικά > Γεωμετρία ΓεωμετρίαΓεωμετρία > Γωνίες - είδη γωνιών Γωνίες - είδη γωνιώνΓωνίες - είδη γωνιών
CONTRIBUTION
LEARNING OBJECT / METADATA LICENCING & PUBLISHING
licensor: Μόσχος Αλέξανδρος
publisher: ΙΤΥΕ
metadata licensor: Μόσχος Αλέξανδρος
metadata publisher: ΙΤΥΕ
QUALITY SEALS  
LICENSE