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Middle/High School Algebra, Geometry, and Statistics (AGS)
3.2 Factorization: a3 - b3

Example:
Factorize, 27x3-8.
Solution:
Given that, 27x3-8.
We can write this as,
= (3x)3-(2)3
This is in the form of a3-b3 = (a-b)(a2+ab+b2)
here, a = 3x and b = 2, substitute these value in the above equation, we get
= (3x-2)(9x2+6x+4)
Directions: Solve the following problems. Also write at least ten examples of your own.
Q 1: Factorize, 27x3-64.
None of these
(3x-4)(9x2-12x+16)
(3x-4)(9x2+12x+16)
(3x+4)(9x2+12x+16)

 Q 2: Factorize, 8x3-125.
(2x-5)(4x2+10x+25)
(2x+5)(4x2+10x+25)
(2x-5)(4x2-10x+25)
None of these

Q 3: Factorize, 64x3-27.
(4x-3)(16x2+12x+9)
(4x-3)(16x2-12x+9)
(4x+3)(16x2+12x+9)
None of these

 Q 4: Factorize, 27x3-216.
(3x-6)(9x2+18x+6)
(3x+6)(9x2+18x+6)
None of these
(3x-6)(9x2-18x+6)

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 Question 6: This question is available to subscribers only!


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