level 1
7号摆渡人
楼主
试了一天了都没解出来，有没有什么求解方法呀~
Reduce[(v*Subscript[a, H] - p)*Subscript[q, H] -
Subscript[q, H]^2/2 + Subscript[a, H]^6/(32*c^2) >=
(v*Subscript[a, H] - p)*Subscript[q, L] -
Subscript[q, L]^2/
2 + (2*Subscript[a, L]^2*Subscript[a, H] - Subscript[a, L]^3)^2/
(32*c^2) && (v*Subscript[a, L] - p)*Subscript[q, L] -
Subscript[q, L]^2/2 + Subscript[a, L]^6/(32*c^2) >=
(v*Subscript[a, L] - p)*Subscript[q, H] -
Subscript[q, H]^2/
2 + (2*Subscript[a, H]^2*Subscript[a, L] - Subscript[a, H]^3)^2/
(32*c^2), {Subscript[q, H], Subscript[q, L]}]
2023年02月28日 14点02分
1
Reduce[(v*Subscript[a, H] - p)*Subscript[q, H] -Subscript[q, H]^2/2 + Subscript[a, H]^6/(32*c^2) >=
(v*Subscript[a, H] - p)*Subscript[q, L] -
Subscript[q, L]^2/
2 + (2*Subscript[a, L]^2*Subscript[a, H] - Subscript[a, L]^3)^2/
(32*c^2) && (v*Subscript[a, L] - p)*Subscript[q, L] -
Subscript[q, L]^2/2 + Subscript[a, L]^6/(32*c^2) >=
(v*Subscript[a, L] - p)*Subscript[q, H] -
Subscript[q, H]^2/
2 + (2*Subscript[a, H]^2*Subscript[a, L] - Subscript[a, H]^3)^2/
(32*c^2), {Subscript[q, H], Subscript[q, L]}]
