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WorksheetsFACTORING POLYNOMIALS - Sum or Difference of Two Cubes
Total questions: 10
Worksheet time: 5mins
The pattern
x3−y3 is called a/an _________.Difference of Two Squares
Sum of Two Cubes
Difference of Two Cubes
Square of a Binomial
The binomial
Difference of Two Squares
Sum of Two Cubes
Difference of Two Cubes
Square of a Binomial
To use factoring the difference of two cubes, rewrite the expression m6−n6 to (m2)3− _________.
(m2)3
(m3)2
2(m3)
3(m2)
Factoring the sum or difference of two cubes can be used ONLY if the two terms of the binomials have perfect square roots.
TRUE
FALSE
Factor completely 64x6+y6
(4x2+y2)(16x4−4x2y2−y4)
(4x2−y2)(16x4+4x2y2+y4)
(4x2+y2)(16x4−4x2y2+y4)
(4x2−y2)(16x4−4x2y2−y4)
To get the cube root of a variable with exponent, divide the exponent by three and raise it to the same base.
TRUE
FALSE
Factor 27x3−64
(3x+4)(9x2−12x+16)
(3x+4)(9x2+12x+16)
(3x−4)(9x2−12x+16)
(3x−4)(9x2+12x+16)
Which of the following is the complete factored form of x3y9+1000
(xy3+10)(x2y6−10xy3+100)
(xy+10)(x2y2−10xy+100)
(xy3−10)(x2y6+10xy3+100)
(xy3−10)(x2y6−20xy3+100)
What must be multiplied to (5x2+2y) to get a product of 125x6+8y3 ?
(5x2+2y)
(5x2−2y)
(5x4+10x2y+2y2)
(25x4−10x2y+4y2)
a³-b³=
