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Simplifying v = 1 + sqrt(22) Reorder the terms for easier multiplication: v = 1 + 22qrst Solving v = 1 + 22qrst Solving for variable 'v'. Move all terms containing v to the left, all other terms to the right. Simplifying v = 1 + 22qrst
| (-3)(-7+y)(5)+10x-4= | | X+y+5=2x | | -8(w-6)=36 | | 18-6+4g=-5+3g | | 5*.35+3=4.75 | | y-0=.2857(x-2) | | f(x)=(x-5i)(x+5i) | | 2x+b=92 | | 16y-5=10+5y | | -1-5h=3 | | 0.25(12x+16)=10-3(x-2) | | 3-5x=82 | | 16y-5=10+2y | | -9.39-4.3d=1.1d+11.08 | | 1xsquared-49x-14=0 | | x-4/8+x+7/3=9/8 | | Logx^9=-2 | | 9999=18 | | 3(-y-18)=6 | | 8(2x+1)=4x-13 | | 1.5+9= | | 9-5y=2y+13 | | -15x-10=-7x+38 | | x^2+30x-161=0 | | 9-5y=2y | | 92=45+b | | 1x^2+2x+4=0 | | 9-5y=9y | | f(x)=5x^2-15x+3 | | -15x-10=-7+38 | | -2(-2t+1)=-2+4t | | -5(c+3)=25 |