Comments by "Fhf Fhf" (@fhffhff) on "ВЫХОД ЕСТЬ!" channel.

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  40. arcsincosx=cosarcsin(x-a)≤π/2,-π/2 arcsinsin(π/2-x)=sin(π/2-arcsin(x-a)) [{π/2-x=√(1-(x-a)²),π/2-x≤π/2,≥-π/2,arcsin(x a)є[-π/2+2πn;π/2+2πn];{π/2-x=-√(1-(x-a)²),π/2-x≤π/2,≥-π/2,arcsin(x -a)є[π/2+2πn;3π/2+2πn];{π-(π/2-x)=√(1-(x-a)²),π/2-x≥π/2,≤π,arcsin(x -a)є[-π/2+2πn;π/2+2πn];{π/2+x=-√(1-(x-a)²),π/2-x≥π/2,≤π,arcsin(x -a)є[π/2+2πn;3π/2+2πn];[{π²/4-πx+x²=1-(x-a)²,x≥0,≤π,arcsin(x-a)є[-π/2;π/2];{π²/4-πx+x²=1-(x-a)²,x≥0,≤π,arcsin(x-a)=π/2;{(π/2+x)²=1-(x-a)²,x≤0,≤-π/2,arcsin(x -a)є[-π/2;π/2];{(π/2+x)²=1-(x-a)²,x≤0,≥-π/2,arcsin(x-a)=π/2;[{x=(π+2a±√(π²+4aπ+4a²-2π²+8-8a²))/4π²/4,x≥0,≤π,x-aє[-1;1];{x=(π+2a±√((π+2a)²-4*2(π²/4-1+a²)))/4,x≥0,≤π,x-a=1;{x=(-π+2a±√((π-2a)²-4*2(π²/4-1-a²)))/4,x≤-π/2,x -aє[-1;1];{(π/2+x)²=0,x≤0,≥-π/2,x-a=1;[{x=0,25π+0,5a±√(-(π-2a)²+8)/4,x≥0,≤π,xє[a-1;a+1];{a+1=π/4+0,5a±√(-π²+4πa-4a²+8)/4,x≥0,≤π,x=a+1;{x=-π/4+0,5a±√(-π²-4πa+8+12a²)/4,x≤-π/2,xє[a-1;a+1];{x=-π/2,x≤0,≥-π/2,x=a+1;[{x=0,25π+0,5a±√(-(π-2a)²+8)/4,π-2a≤√8,π-2a≥-√8;aє[-1;1+π],xє[0;π]xє[a-1;a+1];{(0,5a+1-π/4)²=(-π²+4πa-4a²+8)/16,x≥0,≤π,x=a+1;{x=-π/4+0,5a±√(-π²-4πa+8+12a²)/4,(a-(4π+√(16π²-4*12(-π²+8)))/24)(a-(π/6-√(16π²+48π²-364)/4)≥0,+**+>а a≤1-π/2,x≤-π/2,xє[a-1;a+1];{x=-π/2,a=-π/2-1; {x=0,25π+0,5a±√(-(π-2a)²+8)/4,a≥0,5π-√2,a≤0,5π+√2,aє[-1;1+π],xє[0;π]xє[a-1;a+1];ає[0,5π-√2;0,5π+√2]ає[0,339;0,512] хє[1,339] [ає[0,339;0,512] хє[1,339],ає[π/6-√(4π²-22,75);1-π/2]x=-π/4+0,5a±√(-π²-4πa+8+12a²)/4,x≤-π/2,xє[a-1;a+1],а⁴-2πа³-(-1,5π²+4,25)а²+-(2+0,5π³-4,5π)а-17/16π²+π/2+π⁴/16+3=0, ає[-1;π-1]x≥0,≤π,x=a+1;х=-π/2,а=-π/2-1;[ає[π/6-√(4π²-22,75);1-π/2]U{-π/2-1}U[0,339;0,512],{a=2,26..,a=0,06,a=0,33,a =3,62>2,14.. aє[-1;π-1] ає[π/6-√(4π²-22,75);1-π/2]U{0,06}U{0,33}U[0,339;0,512],
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