The Number of Roots of the Egution a^x=〖log〗_ax
Keywords:
equation, inequality, equality, function, increment, decrement, root, derivative, maximum point, minimum point, critical point, exponential function, logarithmic function
Abstract
this article shows the number of roots of the equation a^x=log_ax, where a>1 and 0<a<1. The derivative of the function is applied to solve this equation. Such information is not found in textbooks. We recommend that the information presented in the article can be used to show students the application of the derivatives in solving equations.
References
1. Journal “ Квант” № 1, 1980 ; №5, 1990
2. Шарыгин И. Ф .,Голубев В.И., «Факультативный курс по математике.Решение задач» Учебное пособие для 11 класса средней школы .Москва, «Просвещение»1991г
3. Qurbonov.N.X «Maxsus yo’l bilan yechiladigan algebraik masalalar». Toshkent. « O’zbekiston milliy ensiklopediyasi Davlat ilmiy nashriyoti».2008yil
2. Шарыгин И. Ф .,Голубев В.И., «Факультативный курс по математике.Решение задач» Учебное пособие для 11 класса средней школы .Москва, «Просвещение»1991г
3. Qurbonov.N.X «Maxsus yo’l bilan yechiladigan algebraik masalalar». Toshkent. « O’zbekiston milliy ensiklopediyasi Davlat ilmiy nashriyoti».2008yil
Published
2021-09-17
How to Cite
Kholmamatovich, K. N. (2021). The Number of Roots of the Egution a^x=〖log〗_ax. CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES, 2(9), 19-22. Retrieved from https://cajmtcs.centralasianstudies.org/index.php/CAJMTCS/article/view/99
Section
Articles
