Question

The roots of quadratic .
equation 5x² - 4x+5=0 are​

Answer 1

Explanation:

The two roots of the quadratic

The two roots of the quadratic

The two roots of the quadratic For the given equation 5x

The two roots of the quadratic For the given equation 5x 2

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4)

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x=

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4±

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x=

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 10

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39 x=

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39 x= 5

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39 x= 52±

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39 x= 52± 39

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39 x= 52± 39

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39 x= 52± 39

The two roots of the quadratic For the given equation 5x 2 −4x−7=0,b 2 −4ac=(−4) 2 −4(5)(−7)=16+140=156So, the roots are,x= 2(5)4± 156 x= 104±2 39 x= 52± 39