2x^2-19x+9=0 completing the square

=(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution : =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution :

Step-by-step explanation: =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution :v =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution : =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution : =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution : =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution : =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution : =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution :v =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution : =(4-√-24)/2=2-i√ 6 = 2.0000-2.4495i

x =(4+√-24)/2=2+i√ 6 = 2.0000+2.4495i

Step by step solution :v

in problems involving proportions, we can use cross products to test whether two ratios are equal and form a proportion. to find the cross products of a proportion, we multiply the outer terms, called the extremes, and the middle terms, called the means.

hope it