12abx 2 - 9a 2 - 8 b 2 x-6ab-0- where a- 0 and b- 0 -

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Byju's Answer

Standard VIII

Mathematics

Distributive Property of Multiplication

12abx 2 - 9a ...

Question

${12 a b x}^{2} - ({9 a}^{2} - 8 b^{2}) x - 6 a b = 0$ , where $a \neq 0 a n d b \neq 0$ ?

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Solution

using fractation

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Similar questions

12 a b x^{2} - ({9 a}^{2} - {8 b}^{2}) x - 6 a b = 0

Q. Evaluate

12 a b x^{2} - (9 a^{2} - 8 b^{2}) x - 6 a b = 0

, where

a \neq 0

and

b \neq 0

Q. Solve for

x

12 a b x^{2} - (9 a^{2} - 8 b^{2}) x - 6 a b = 0

Solve each of the following quadratic equations:
$12 a b x^{2} - (9 a^{2} - 8 b^{2}) x - 6 a b = 0$

Find the roots of each of the following equations, if they exist, by applying the quadratic formula:
$12 a b x^{2} - (9 a^{2} - 8 b^{2}) x - 6 a b = 0, w h e r e a \neq 0 a n d b \neq 0$

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12abx2−(9a2−8b2)x−6ab=0, where a≠0andb≠0 ?

using fractation

${12 a b x}^{2} - ({9 a}^{2} - 8 b^{2}) x - 6 a b = 0$ , where $a \neq 0 a n d b \neq 0$ ?