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Math Teacher Recommendation Eaglebrook School Eaglebrook Form

Math Teacher Recommendation Eaglebrook School Eaglebrook Form

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hello welcome to how to solve this exponential equation 2 ^ x - 3^ x is = to < TK of 6^ x - 9^ x 2 ^ x - 3^ x = to square root of we can write this 6 ^ x as 2 * 3 whole to ^ x minus and we can write this 9^ X as 3^ 2 whole to the power x next 2^ X - 3^ x is equal to ing to the property of exponents a * B whole to the^ n is equal to a ^ n * b ^ n we can write this 2 * 3^ X as 2^ x * 3 ^ x minus and ing to the property of exponents a the^ m whole to the power n isal to a^ n whole to the power M we can write this power x inside the brackets and this power to outside the brackets 3 to the^ X whole to the power 2 and this value is under square root now here we have 2^ X and here we have 2^ X and here we have 3 ^ x here we have 3 ^ x and here we have 3 ^ x so we suppose that let 2^ X is equal to a and 3 the^ X is equal to B and we substitute these values in this equation then this equation becomes a - b is equal to square root of a * b - b² and we take square of both sides a - b² is

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