Find the greatest common factor and least common multiple of A, B, and C. 2 A=a².b².c.d B=b6c²d²e³ c=a².c6.d6e² GCF(A,B,C) = LCM(A,B,C) = Submit Question

Q: Factor 1Bxlx6)+3xー6) 36x-6) C

A: To find the factor , we see that given Equation has two terms and each term has one thing in common…

Q: Factor completely. 4b2 + 16b − 20

A: Given- 4b2+16b-20 To factorise- The above quadratic expression. Concept Used- the above expression…

Q: Factor completely.  3v4 − 768

A: Please see the explanation below

Q: Factor. Check by multiplying.  9x2+36x

A:

Q: Factor completely. 16 p* – 1

A:

Q: Factor-1.5 out of –4.5b – 9. – 4.5b – 9= -1.5( b +D)

A: -4.5b-9=-1.5-4.5-1..5b+-9-1.5=-1.53b+6

Q: Factor completely. 2x +9x +9 Answer:

A: Given,  2x2 + 9x + 9 2(x² + 4.5x +4.5)  2(x+1.5)(x+3)

Q: Factor completely.  16w2 − 72w + 81

A: Given 16w2 − 72w + 81

Q: Factor by grouping. 8x - 8m + xy - my

A: The given expression is: 8x-8m+xy-my

Q: Factor by grouping. 5x- 3x +5x-3

A: