в) b^3 + 8 = (b + 2)(b^2 - 2b + 4)
е) m^6 + n^15 = (m^2)^3 + (n^5)^3 = (m^2 + n^5)(m^4 - m^2n^5 + n^10)
ж) 27a^3 + b^3 = (3a + b)(9a^2 - 3ab + b^2)
к) 8p^6 + q^12 = (2p^2)^3 + (q^4)^3 = (2p^2 + q^4)(4p^4 - 2p^2q^4 + q^8)
в) b^3 + 8 = (b + 2)(b^2 - 2b + 4)
е) m^6 + n^15 = (m^2)^3 + (n^5)^3 = (m^2 + n^5)(m^4 - m^2n^5 + n^10)
ж) 27a^3 + b^3 = (3a + b)(9a^2 - 3ab + b^2)
к) 8p^6 + q^12 = (2p^2)^3 + (q^4)^3 = (2p^2 + q^4)(4p^4 - 2p^2q^4 + q^8)