1. Раскройте скобки:
a) \( 2m^4(m^5-m^3-1) = 2m^9-2m^7-2m^4 \)
б) \( -3c(c^3+c-4) = -3c^4-3c^2+12c \)
в) \( (8a^2-4a+16)*0.25a = 2a^3-a^2+4a \)
г) \( 2x(3x^2+5xy-y^2) = 6x^3+10x^2y-2xy^2 \)
д) \( b^2(b^6-5b^3+b-3) = b^8-5b^5+b^3-3b^2 \)
е) \( -9p(-2p^4+p^2-2p+1) = 18p^5-9p^3+18p^2-9p \)
2. Упростите:
a) \( 2y^2(6y-1)+3y(y-4y^2) = 12y^3-2y^2+3y^2-12y^3 = y^2 \)
б) \( a(2a^2-3n)-n(2n^2+a) = 2a^3-3an-2n^3-an = 2a^3-4an-2n^3 \)
Ответ: 2a^3-4an-2n^3