Solving Logarithmic Inequalities With the Rationalization Method
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An inequality containing a variable only under the logarithm sign is called logarithmic.
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E. N. Balayan. (2018). New Tutor in Mathematics. Rostov-on-Don: Phoenix.
V. N. Litvinenko, & A. G. Mordkovich. (1991). Practical Training in Elementary Mathematics. Moscow: Prosveshchenie.
Smith, J., & Jones, R. (2021). Enhancing Youth Motor Skills through Targeted Physical Education Programs. Journal of Physical Education and Sport, 21(3), 145-158.
Brown, T., & Johnson, P. (2020). Agility and Coordination Training in Adolescents: A Review. International Journal of Sports Science & Coaching, 15(4), 300-316.
Garcia, M., & Lopez, R. (2021). Digital Tools in Physical Education: A New Era of Engagement. Journal of Education and Technology, 18(2), 120-134.
Harrison, D., & Miller, K. (2022). Strength Training in School Curriculums: A Comprehensive Guide. Strength and Conditioning Journal, 44(2), 15-26
Nguyen, T., & Tran, H. (2018). Flexibility and Speed: New Insights into Physical Education. South-East Asian Journal of Physical Education, 6(4), 180-195.
Williams, R., & Thompson, G. (2021). Military Preparedness through School Physical Training. Journal of Youth Fitness and Readiness, 12(3), 145-160.
Choi, Y., & Park, D. (2019). Modern Methodologies in Physical Education for Rural Schools. Journal of Rural Education and Sports, 8(3), 45-60.
Kumar, R., & Singh, P. (2022). Physical Literacy: A New Paradigm in Education. Global Journal of Education Research, 15(2), 210-225.