9x⁴-x²-12x-36
Factorisation
Answer is (3x²+x+6)(3x²-x-6)
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factorisation ques solution are on base on there equation.
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9x⁴ - x² - 12x - 36
GROUPING AND TAKING THE MINUS (-) SIGN OUT
9x⁴ - (x² + 12x + 36)
9x⁴ IS WRITTEN AS (3x²)²
x² + 12x + 36 IS WRITTEN AS [(x)² + 2(6)(x) + (6²)] IMPLIES (x+6)²
A² + B² = [(A)² + OR - 2(A)(B) + (B)²]
SO, (3x²)² - (x+6)²
A² - B² = (A+B) (A-B)
(3x² - x - 6) (3x² + x + 6)
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