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-2(3t-3)+4t=2t-5
We simplify the equation to the form, which is simple to understand
-2(3t-3)+4t=2t-5
Reorder the terms in parentheses
+(-6t+6)+4t=2t-5
Remove unnecessary parentheses
-6t+6+4t=+2t-5
We move all terms containing t to the left and all other terms to the right.
-6t+4t-2t=-5-6
We simplify left and right side of the equation.
-4t=-11
We divide both sides of the equation by -4 to get t.
t=2.75
| -50-(-6)= | | -3y-2y= | | -4(-6y+4)-8y=2(y-8)-2 | | -4+(20)/4 | | -4(5t-5)+5t=8t-9 | | x=15+4(x+y) | | 2.1x+28.7=4.1x+14.7 | | 14x-5=7+12x | | g=3g+3z | | 15-7=1+13x | | w^2+10w+9=0 | | ex+5=8 | | -(x-1)-(1-x)= | | 2(4y-2)-(6y+6)= | | y=2+.3x | | ln(x-3)-ln(x+3)=ln(2x-11)-ln(x+5) | | 3/4=10/12 | | W/6-10=0 | | 9(x+2)+3=3x+6(4+x) | | f=-9x^2+5x+7 | | 1.2x=28.75 | | -3p+2+p-9= | | 1.2x-3.75=25 | | f(x)=-9x^2+5x+7 | | 8x^3-28x^2-36x-10= | | 2/4=10/12 | | 2+4x-5-7x= | | 3(y+9)=-5(3y-5)+2y | | 8x-1=103 | | -9x-3=3y | | a^2(ax)=0 | | -2-(2t-5)= |