Develop a C program that computes the different roots in a quadratic equation, ax + bx?=0. r= -b + y (b? – 4ac) , r1 is the root when the + is used in the equation and r2 is the root when 2a the - is used. The roots r1 and r2 can only be computed when the discriminant (b? – 4ac) is greater than the zero else the quadratic equation does not have any roots and therefore the program should display "no roots". NOTE: sqrt is a built in function in C to extract the roots. The program will prompt to input the values of a, b and c and output the roots r1 and r2 or no roots at all. Check your answer manually.

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ENTER VALUE OF A : 1
ENTER VALUE OF B : -3
ENTER VALUE OF C : -10
THE VALUE OF X1 IS
THE VALUE OF X2 IS = -2.00
5.00
Transcribed Image Text:ENTER VALUE OF A : 1 ENTER VALUE OF B : -3 ENTER VALUE OF C : -10 THE VALUE OF X1 IS THE VALUE OF X2 IS = -2.00 5.00
Develop a C program that computes the different roots in a quadratic equation, ax + bx2=0.
r = -b + V (b2 – 4ac) , r1 is the root when the + is used in the equation and r2 is the root when
2a
the – is used. The roots r1 and r2 can only be computed when the discriminant
(b? - 4ac) is greater than the zero else the quadratic equation does not have any roots and therefore the
program should display "no roots".
NOTE: sqrt is a built in function in C to extract the roots. The program will prompt to input the values of a, b
and c and output the roots r1 and r2 or no roots at all. Check your answer manually.
Transcribed Image Text:Develop a C program that computes the different roots in a quadratic equation, ax + bx2=0. r = -b + V (b2 – 4ac) , r1 is the root when the + is used in the equation and r2 is the root when 2a the – is used. The roots r1 and r2 can only be computed when the discriminant (b? - 4ac) is greater than the zero else the quadratic equation does not have any roots and therefore the program should display "no roots". NOTE: sqrt is a built in function in C to extract the roots. The program will prompt to input the values of a, b and c and output the roots r1 and r2 or no roots at all. Check your answer manually.
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