Why is the nature of roots 3x²-4√3x+4=0.
Answers
Answered by
2
We can derive their nature by using the relationship between the discriminant and the roots
Discriminant=b^2-4ac
=(-4√3)^2-4(3)(4)
48-48=0
We have this relation that if discriminant is 0
The roots are equal and real
(This means that the above expression can be written as
A perfect square)--- this is extra but still..
Hope it helps....plsss mark me as brainliest
Answered by
3
hey frnd......
here we know that
D =

here D is zer.. ie D=0
then the roots are real and equal.
HOPE THIS HELP YOU ☺☺❤❤❤
here we know that
D =
here D is zer.. ie D=0
then the roots are real and equal.
HOPE THIS HELP YOU ☺☺❤❤❤
Anonymous:
thanks for brainliest
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