(x-3) 2+7=15not guatratic or quadratic ​

Answer:The equation (x - 3)² + 7 = 15 is not quadratic. Step-by-step explanation:Here's why: - Quadratic equations have the form ax² + bx + c = 0, where a, b, and c are constants and a ≠ 0.- Your equation has a squared term, but it's not a simple x² term. It's (x - 3)², which means the x is inside a parenthesis and being squared as a whole. Let me clarify the steps to solve this equation, which is actually a linear equation: 1. Isolate the squared term:(x - 3)² = 82. Take the square root of both sides:x - 3 = ±√83. Simplify the square root:x - 3 = ±2√24. Isolate x:x = 3 ± 2√2 Therefore, the solutions to the equation are: - x = 3 + 2√2- x = 3 - 2√2

Answered by katereyes6326 | 2024-09-03