Whats the discriminant of 2x²-36=x
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Step-by-step explanation:
Given equation is 2x²-36=x
It can be written as 2x²-36-x= 0
=>2x²-x-36= 0
On comparing with the standard equation ax²+bx+c=0,
then we have,
a= 2, b = -1 ,c =-36
the discriminant (d) =b²-4ac
=>d= (-1)²-4(2)(-36)
=>d = 1-(-288)
=>d = 1+288
=>d = 289
The discriminant of the given equation is 289
The discriminant of the equation tells the nature of the roots.
if d>0 ,then the roots are real and distinct.
if d<0 then the roots are imaginary .
if d=0 then the roots are real and equal.
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Answer:
289 us the discriminant of the given equation
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