Respuesta :
the quadratic formula is
[tex] - b + - \sqrt{ {b}^{2} - 4ac } \div 2a[/tex]
A = 2
B = -30
C = 108
plug in the values for the equation and you'll get what the factors are
-(-30)+√(-30)²-4(2)(108))/2(2)
and
-(-30)-√(-30)²-4(2)(108))/2(2)
This will give you your A values
and just round the answers from both of the above equations
[tex] - b + - \sqrt{ {b}^{2} - 4ac } \div 2a[/tex]
A = 2
B = -30
C = 108
plug in the values for the equation and you'll get what the factors are
-(-30)+√(-30)²-4(2)(108))/2(2)
and
-(-30)-√(-30)²-4(2)(108))/2(2)
This will give you your A values
and just round the answers from both of the above equations
Two real solutions:
a =(15+√9)/2=(15+3)/2= 9.000
or:
a =(15-√9)/2=(15-3)/2= 6.000
Two solutions were found :
a = 9
a = 6
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