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In this video tutorial, the question from the Turkey National Olympiad is presented. The problem involves solving an equation with real numbers. The equation is 9^x + 4^x + 1 = 6^x + 3^x + 2^x. The solution involves using logical deduction to simplify the equation. By rearranging the terms and applying exponent rules, the equation can be solved step by step. It is recommended to pause the video and try solving the problem yourself. The key concept is to simplify the expression and manipulate the terms to find the value of x. Remember to subscribe to the channel for more content.
