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Simplifying (x + 5) * squared + (x + -2) * squared = (2x + -1) * squared Reorder the terms: (5 + x) * squared + (x + -2) * squared = (2x + -1) * squared Reorder the terms for easier multiplication: adeqrsu(5 + x) + (x + -2) * squared = (2x + -1) * squared (5 * adeqrsu + x * adeqrsu) + (x + -2) * squared = (2x + -1) * squared (5adeqrsu + adeqrsux) + (x + -2) * squared = (2x + -1) * squared Reorder the terms: 5adeqrsu + adeqrsux + (-2 + x) * squared = (2x + -1) * squared Reorder the terms for easier multiplication: 5adeqrsu + adeqrsux + adeqrsu(-2 + x) = (2x + -1) * squared 5adeqrsu + adeqrsux + (-2 * adeqrsu + x * adeqrsu) = (2x + -1) * squared 5adeqrsu + adeqrsux + (-2adeqrsu + adeqrsux) = (2x + -1) * squared Reorder the terms: 5adeqrsu + -2adeqrsu + adeqrsux + adeqrsux = (2x + -1) * squared Combine like terms: 5adeqrsu + -2adeqrsu = 3adeqrsu 3adeqrsu + adeqrsux + adeqrsux = (2x + -1) * squared Combine like terms: adeqrsux + adeqrsux = 2adeqrsux 3adeqrsu + 2adeqrsux = (2x + -1) * squared Reorder the terms: 3adeqrsu + 2adeqrsux = (-1 + 2x) * squared Reorder the terms for easier multiplication: 3adeqrsu + 2adeqrsux = adeqrsu(-1 + 2x) 3adeqrsu + 2adeqrsux = (-1 * adeqrsu + 2x * adeqrsu) 3adeqrsu + 2adeqrsux = (-1adeqrsu + 2adeqrsux) Add '-2adeqrsux' to each side of the equation. 3adeqrsu + 2adeqrsux + -2adeqrsux = -1adeqrsu + 2adeqrsux + -2adeqrsux Combine like terms: 2adeqrsux + -2adeqrsux = 0 3adeqrsu + 0 = -1adeqrsu + 2adeqrsux + -2adeqrsux 3adeqrsu = -1adeqrsu + 2adeqrsux + -2adeqrsux Combine like terms: 2adeqrsux + -2adeqrsux = 0 3adeqrsu = -1adeqrsu + 0 3adeqrsu = -1adeqrsu Solving 3adeqrsu = -1adeqrsu Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add 'adeqrsu' to each side of the equation. 3adeqrsu + adeqrsu = -1adeqrsu + adeqrsu Combine like terms: 3adeqrsu + adeqrsu = 4adeqrsu 4adeqrsu = -1adeqrsu + adeqrsu Combine like terms: -1adeqrsu + adeqrsu = 0 4adeqrsu = 0 Divide each side by '4'. adeqrsu = 0 Simplifying adeqrsu = 0 The solution to this equation could not be determined.
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