Solution 67: Substitution and Symmetry vs. a Functional Equation скачать в хорошем качестве

Solution 67: Substitution and Symmetry vs. a Functional Equation

Let's use well-chosen substitutions and take advantage of the symmetry to solve the given functional equation. Congratulations to Minh Cong Nguyen, Cobalt314, Pedro Cardoso, Parth Pawar, Ricardo Mogollon, Mr L, adandap, aby p, Kim Jong Un, and Jonty De Pledge for successfully solving this math challenge question! Minh Cong Nguyen was the first person to solve the question. Your support is truly a huge encouragement. Please take a second to subscribe in order to send us your valuable support and receive notifications for new videos! Every subscriber and every like are wholeheartedly appreciated. Welcome, everyone! My channel hosts one weekly math challenge question per week (made by either myself, my family, or my friends), which will be posted every Wednesday. Please comment your proposed answer and explanation below! If you are among the first ten people with the correct answer, you will be recognized in the next math challenge video. The solution to this question and new question will be posted next Wednesday. For more Weekly Math Challenges:    • Weekly Math Challenges