ax2 + (4a2 – 3b)x – 12ab = 0
Answers:
Here ax2 + (4a2 – 3b)x – 12ab = 0
⇒ ax2 + 4a2x – 3bx – 12ab = 0
⇒ ax ( x + 4a) – 3b(x + 4a) = 0
⇒ (ax – 3b)(x + 4a)= 0
⇒ x = 3b/a or – 4a are two roots of equation.
ax2 + (4a2 – 3b)x – 12ab = 0
Here ax2 + (4a2 – 3b)x – 12ab = 0
⇒ ax2 + 4a2x – 3bx – 12ab = 0
⇒ ax ( x + 4a) – 3b(x + 4a) = 0
⇒ (ax – 3b)(x + 4a)= 0
⇒ x = 3b/a or – 4a are two roots of equation.