Without finding the roots comment on the nature of the roots of the quadratic
equation: 9a2b2x2-48abcdx+64c2d2=0 a, b is not equal to 0
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Answer:
⇒ 9a
2
b
2
x
2
−24abcdx+16c
2
d
2
=0
⇒ Here, A=9a
2
b
2
,B=−24abcd,C=16c
2
⇒ B
2
−4AC
⇒ (−24abc)−4(9a
2
b
2
)(16c
2
d
2
)
⇒ 576a
2
b
2
c
2
d
2
−576a
2
b
2
c
2
d
2
⇒ 0
∴ Discriminant=0
⇒ Hence, roots of given quadratic equation are real and equal.
Step-by-step explanation:
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