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Показникова функція

Тестування з теми "Показникова функція"

Показникова функція це функція виду f(x) = a^x, основа(число) в степені, де основа — деяке додатне дійсне число(а > 0, а ≠ 1), а аргументом функції є дійсний показник степеня.
Область визначення множина всіх дійсних чисел.
Область значень множина всіх до­датних чисел.
Швидкість зростання показникова функція росте на нескінченності швидше будь-якої степеневої.
Ступінь диференційованості показникова функція нескінченно диференційована.
Число Ейлера - е 2.718281828459.
Умова зростання при основі більшій за 1 (а > 1).
Умова спадання при основі більші за 0 і меншій за 1( 0 < a < 1 ).
Експонентна функція це функція виду f(x) = a^x, основа(число) в степені, де основа — основа степеня виступає число e а аргументом функції є дійсний показник степеня.
Логарифмічна обернена функція до показникової функції.
Created by: Kovalenko_2015
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