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Simplifying (5m + 4n)(5m + -4n) = p Multiply (5m + 4n) * (5m + -4n) (5m * (5m + -4n) + 4n * (5m + -4n)) = p ((5m * 5m + -4n * 5m) + 4n * (5m + -4n)) = p Reorder the terms: ((-20mn + 25m2) + 4n * (5m + -4n)) = p ((-20mn + 25m2) + 4n * (5m + -4n)) = p (-20mn + 25m2 + (5m * 4n + -4n * 4n)) = p (-20mn + 25m2 + (20mn + -16n2)) = p Reorder the terms: (-20mn + 20mn + 25m2 + -16n2) = p Combine like terms: -20mn + 20mn = 0 (0 + 25m2 + -16n2) = p (25m2 + -16n2) = p Solving 25m2 + -16n2 = p Solving for variable 'm'. Move all terms containing m to the left, all other terms to the right. Add '16n2' to each side of the equation. 25m2 + -16n2 + 16n2 = 16n2 + p Combine like terms: -16n2 + 16n2 = 0 25m2 + 0 = 16n2 + p 25m2 = 16n2 + p Divide each side by '25'. m2 = 0.64n2 + 0.04p Simplifying m2 = 0.64n2 + 0.04p Reorder the terms: m2 + -0.64n2 + -0.04p = 0.64n2 + -0.64n2 + 0.04p + -0.04p Combine like terms: 0.64n2 + -0.64n2 = 0.00 m2 + -0.64n2 + -0.04p = 0.00 + 0.04p + -0.04p m2 + -0.64n2 + -0.04p = 0.04p + -0.04p Combine like terms: 0.04p + -0.04p = 0.00 m2 + -0.64n2 + -0.04p = 0.00 The solution to this equation could not be determined.
| y=0.10(26)+2.15 | | (5x+3)(5x^2-13x+6)=0 | | (x^2y^4+7)+(5x^2y^4-4)=z | | (y^8x+y^4+5)(y^4+9)= | | s(s-8)=9 | | 3x(9x^2+4)=5 | | 5x^3-2x^2+7x+4=0 | | (5z-u)(6z+3u)= | | 20v^2=64+64v | | (8z-u)(7z+4u)= | | (4u-7)(9+u)=0 | | (-9a+4b-c)-(-7b+8c-2d)= | | n^2(-7n+3n-5)=m | | (5x^3+4)(5x^3-4)= | | (7t-5)(7t+5)= | | (5x^6+2)(x^6+9)= | | y-3=7(x-5) | | (4x^9+9)(x^9+8)= | | 9a^2-36=0 | | (8z-u)(4z+3u)= | | (-1/3)(-7)= | | (-1/3)(-6)= | | x=x-19/100 | | (3x-2)(x^2-5x+5)= | | 96x+x/27 | | (x^2-5x+5)(3x-2)= | | 5y-9=66 | | 16=v/3+15 | | w/5-15=5 | | (8x+3)(5x^2+9x+1)= | | 75.00+25.00h=40.00h | | 40h=760 |