y=(540-5x)/2

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Solution for y=(540-5x)/2 equation: 


(1.025)^(12)

0;0;4;7;3;0

e^-x*sin(x)

6*x+2*y-1;2*x+4*y+2

5^(ln(x)/x)

See similar equations:

| ((540-5x)*5)/2=1515-10x | | x-(-6)=-55 | | y-30=-15 | | 10x+1x+1x=100 | | y(10-y)=x-2 | | 10x+5y=1515 | | x+29=145 | | (540-5x)/2=(1515-10x)/5 | | -2(-2y+3)-(5y-6)-2y+5= | | 5*(50)+5y=975 | | 25=1.5 | | -3(6a-2)-4=6a-4(3a-10)+2 | | 7*(50)+2y=640 | | 6(3p-2)-(5p+2)= | | 3k^2+9k+1=0 | | 5*(-27.78)+5y=975 | | 7*(-27.78)+2y=640 | | -2(2n-3)+3(5n+4)= | | 5x+5(320-3.5x)=975 | | y=0.05x-1.35x+15 | | 5.9q=2.36 | | 17=51-2x | | 27-5x=2 | | 6(5t-10)= | | -2(x)=12-3x | | 2(2.5x-4y+.25)= | | (x^2-2x+1)(x-9)=y | | 7(x)=12-3x | | 4-(x-5)+2x+3= | | 2x+9+7=6x-5+12 | | 4(x+3)-3(x+2)-5= | | 45=-x+55 |

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