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Simplifying 10x + 25y = 400 Solving 10x + 25y = 400 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '-25y' to each side of the equation. 10x + 25y + -25y = 400 + -25y Combine like terms: 25y + -25y = 0 10x + 0 = 400 + -25y 10x = 400 + -25y Divide each side by '10'. x = 40 + -2.5y Simplifying x = 40 + -2.5y
| 180=4x-3+3x-1+x | | 3r=63.9 | | 4x-(3/4)=1/2 | | 4x+3+83=180 | | -25-32= | | (b/3)-12=9 | | x/2=3/4-2/3 | | 5b-7b+3-2b= | | sin(3y)=0 | | 68.75*2*80= | | 13x+7y=185 | | 9/32*5/6 | | 3p+3=2p+12 | | -2.97x-2.6=3.47x+7.47 | | 4k+10+7+7k= | | ln(x)-ln(x-8)=2 | | 68.75-355= | | sinx+cosx=x | | 2(x+1)+19= | | x+(-2x-4)=-5 | | 2(x+1)+16= | | x(x+60)=1600 | | 68.75+(68.75-355)+((68.75*2)+80)= | | x/-8=-4-(-9) | | 20x+140=21x+147 | | x+(x-355)+((x*2)+80)= | | 2x=3+3x | | 8x-9=-3x+12 | | x+x^2+6=156 | | x+(2)=3 | | 54=3x*2x | | 8x-9=3x+12 |