dy/dx=sin(y-x)2 - solution

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Solution for dy/dx=sin(y-x)2 equation:

Oblicz to!

253;186

185;171

170;143

142;121

120;62

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| dy/dx=sin^2(y-x) | | (x^2+xy)dy+(y^2)dx=0 | | 5(7+x)=110 | | 0=X^2+8x-56 | | 15x+6y+7=0 | | 15y=13t*20 | | 2x+3(x-5)=10-(x+2) | | -16t^2+320t+0=0 | | 3ln(x)+ln(2x)=6 | | 3(lnx)+ln(2x)=6 | | x+y+z=54 | | 2k^4-3k^2=20 | | -10(s+1)=79 | | x^2+y^2-4y+2z+2=0 | | 2(a-5)=2 | | 4h+7=70 | | (q-7)*4=36 | | 7m-12=51 | | -16t^2+320t-1000=0 | | 8x+7y=730 | | 16t^2+12.25t-1000=0 | | 50000=x+(x-10) | | 4x+5=3(x+4) | | 870/52 | | 64x-48= | | f(x)=x^3-4x^3+10 | | -4.9t^2+12.25t-6.664=0 | | 3x+5y+x+4y= | | t^2-500=0 | | -4.9t^2+12.25t-7.35=0 | | 24=3/2a | | 24=2/3t |

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