Ιδιότητες αναλόγων ποσών

[size=100][size=150]Αν [math]x_1,y_1[/math] ένα ζεύγος τιμών και [math]x_2,y_2[/math] το ζεύγος που προκύπτει με πολλαπλασιασμό με k των τιμών του αρχικού ζεύγους. Τότε:[br][/size][math]\frac{y_2}{x_2}=\frac{k\cdot y_1}{k\cdot x_1}=\frac{y_1}{x_1}=a=σταθερά[/math][/size][br][br]δηλ. έχουμε σταθερούς λόγους ίσους με [b]α[/b]
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[/img]
Δημιουργός: Βαγγέλης Φακούδης, http://photodentro.edu.gr/v/item/ds/8521/2341
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NsBgnexFIPucez+fo4agGTybs+LtgkhhBBCiJmBj3o5e11BDcDKw3lPo0s+9dv+eIm5hYT+/7O3dQDAykLI3YN3ewZJAHh/gS4CWExGALTQ/nSJN7UWpMFICCGEEELcuZJDnjsftCNhwt8GABH6rdWOcfQekCFfPYfQBzL0W3x7rIWNGfIlhBBCCPGFs/FnCa8Cl2i/N76W3rzi2475uuj3Wo6entcnw7nCyJNh4EYdRVN4+BbCpvspfLowh3Zl3Up1LUdQD/nKB0j48AchhBBCiB0uR70EkHmaxlGugkJuBwVEkIwZ3xrn/L1EvCQ/1Q55zjxbRTvzErlM3fS5PPx5biEBlOoAIth6EDLuJ64r5HYARLCSBYobO1peYCyNZ6mA/tvFZARotAAk8CTFkC8hhBBCiB+++fLlyxfTJ53fBiupWUV8o47kWh67NMYIIYQQQqaL0A8ARpbz18GLjTrohSOEEEIImW5G5/kjhBBCCCHTy2g9f4QQQggh5DpA448QQggh5AZB448QQggh5Abxf25xvoiON9BuAAAAAElFTkSuQmCC[/img]

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