Объяснение:
(1/12)/x⁶y²+(2/3)*x³y³+(4/3)*y⁴=
=(√(1/12)*x³y)²+2*(√(1/12)*x³y*(√4/3)*y²)+(√(4/3)*y²)²=(√(1/12)*x³y+√(4/3)*y²)²
(1/9)*p²-k²-((1/3)*p+k)²=((1/9)*p²-k²-(1/9)*p²-(2/3)*kp-k²=
=-2k²-(2/3)*kp=-2k*(k+p/3).
Объяснение:
(1/12)/x⁶y²+(2/3)*x³y³+(4/3)*y⁴=
=(√(1/12)*x³y)²+2*(√(1/12)*x³y*(√4/3)*y²)+(√(4/3)*y²)²=(√(1/12)*x³y+√(4/3)*y²)²
(1/9)*p²-k²-((1/3)*p+k)²=((1/9)*p²-k²-(1/9)*p²-(2/3)*kp-k²=
=-2k²-(2/3)*kp=-2k*(k+p/3).