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Simplifying factorise(2y + -3z)(a + b) + -1(5y + -3z) = 0 Multiply (2y + -3z) * (a + b) acefiorst(2y * (a + b) + -3z * (a + b)) + -1(5y + -3z) = 0 acefiorst((a * 2y + b * 2y) + -3z * (a + b)) + -1(5y + -3z) = 0 acefiorst((2ay + 2by) + -3z * (a + b)) + -1(5y + -3z) = 0 acefiorst(2ay + 2by + (a * -3z + b * -3z)) + -1(5y + -3z) = 0 acefiorst(2ay + 2by + (-3az + -3bz)) + -1(5y + -3z) = 0 Reorder the terms: acefiorst(2ay + -3az + 2by + -3bz) + -1(5y + -3z) = 0 acefiorst(2ay + -3az + 2by + -3bz) + -1(5y + -3z) = 0 (2ay * acefiorst + -3az * acefiorst + 2by * acefiorst + -3bz * acefiorst) + -1(5y + -3z) = 0 Reorder the terms: (2abcefiorsty + -3abcefiorstz + 2a2cefiorsty + -3a2cefiorstz) + -1(5y + -3z) = 0 (2abcefiorsty + -3abcefiorstz + 2a2cefiorsty + -3a2cefiorstz) + -1(5y + -3z) = 0 2abcefiorsty + -3abcefiorstz + 2a2cefiorsty + -3a2cefiorstz + (5y * -1 + -3z * -1) = 0 2abcefiorsty + -3abcefiorstz + 2a2cefiorsty + -3a2cefiorstz + (-5y + 3z) = 0 Solving 2abcefiorsty + -3abcefiorstz + 2a2cefiorsty + -3a2cefiorstz + -5y + 3z = 0 Solving for variable 'a'. The solution to this equation could not be determined.
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