matlab

formula -bt/6 - 400 write The rits of the gardrific polynomial are those values ofx for aprogram that reads in the three numbers a, b, and and displays one of the following the messages. which the polynomial is er for a quadratic, there are to rente me they can be the house pad wake 2 a The roots of the quadratic polynomial are al REAL! The roots of the quadratic Polynomial are roots of the quadratic polynomial are COMPLEX! depending on whether the root are two different real numbers of both numbers are the same reato number (degenerat), or both numbers are complex number. Not: the value of the genulity under the square mot determine which DEGENERAE! The vyessage to display: are real When 6 ? Hac) o, the roots When 6 - 4ac =0, the roots are logenante. when b4acco, the roots are complex Also, if the roots are read, display the value of the roots. Thus for head root you should also display the following message: The value of the first root x1 is: ### #to The value of the Second rout X2 is: ### ### The roots of the geadratic Polynomial are those values ofx for Problem write a program which the polynomial is zero. for a quadratic, there are too rests and they can be found with the benous gerad radic Formula -b + /62 400 2 that reads in the three numbers a, b, and a and displays one of the following the messages. The roots of the quadratic polynomial e PAL REAL! The roots of the quadratic Polynomial are DEGENERAE! The roots of the quadratic Polynomial are COMPLEX! depending on whether the root are two different real numbers of both numbers are the same realshumber(degenerat), or both numbers are complex number. Not: the Value of the guanlity under the square root determine which ressage to display When 6 24ac) a, the rests are real. When 6 - 4ac so, the roots are legenuate When 6-4acco, the roots we complex Also, if the roots are read, display the value of the roots. Thus for ment root you should also display the following message: first root x1 is: ##### The value of the The value of the second routy is: ### ###