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Simplifying 5x = 9.1999 Solving 5x = 9.1999 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by '5'. x = 1.83998 Simplifying x = 1.83998
| (cosx+1)(cosx-5)=0 | | g(x)=3x^3+4x-8 | | 5(c+7)=11 | | u*u=32-4u | | w=e(2x+8y-3z) | | 6w-14=18w-2 | | x^2-3=14 | | 2x+12=8x+18 | | x*2-3=14 | | y(6)-y=0 | | 12x-15y=9750 | | 2(5y-2)=35-9y | | z=ln(y^2x^6) | | ln(x-y)= | | x(x+1)(x+2)=90 | | 5u-10=90 | | w=2x+8y-3z | | 12x+15y=9750 | | 7n^2-28n-224=0 | | 2x+12=8x+8 | | 3+4i= | | 8n+12+(-9)-(-6n)= | | 10x+35=65 | | 2+4t-6-2t=-3t-14 | | 8n+-(-6)= | | 5y^2=-65y | | -4.5(x-9)=-13.5 | | 3.7-x=1.9 | | n+n+n+6=51 | | (4+y)(3y+2)= | | 7p+3=87 | | (2x-1)(3x-5)= |