SOLUTION: Solve for the unknown in the equation below
{{{1-y/2-2((y-3)/2)=0}}}
Algebra.Com
Question 1189121: Solve for the unknown in the equation below
Found 2 solutions by Stelless, greenestamps:
Answer by Stelless(3) (Show Source): You can put this solution on YOUR website!
Solve for the unknown in the equation below
In the third term of this equation, we are multiplying by 2 and dividing by 2. Thus we can cancel them out.
Now we should move all of our 'y' variables to one side. By adding (y/2) and (y-3) to both sides we will have
We now can break up the parentheses as we've simplified them as far as we can. After this will we add 3 to both sides, this way we only have terms involving 'y' on the right.
->
After doing this it leaves us with:
By doing this we can combine terms by adding fractions with common denominators. This will give us:
simplifying we get:
From here we solve for y by multiplying by two then diving by three.
or
Answer by greenestamps(13200) (Show Source): You can put this solution on YOUR website!
Multiply by 2 to clear fractions:
Distribute the -2....:
Combine like terms and isolate the y's on one side:
ANSWER: y=8/3
RELATED QUESTIONS
Solve for the unknown in the equation below
1-y/2-2((y-3)/2)=0
(answered by Alan3354)
simplify and solve for the unknown.... (answered by rfer)
Solve the equation for the unknown variable.... (answered by Fombitz)
Given the equation y-4=x comple the values for x an y in the table below
X Y
______
(answered by jim_thompson5910)
solve the equation for y
y^3/2 -12y^1/2 +32y^-1/2 =0
HELP!!!... (answered by meetkisai)
complete the table of values below for the equation y = 3x - 2
X| y
-1|
0 |
1 |
2 (answered by Earlsdon,jim_thompson5910)
solve the augmented matrix for a three-equation system in three unknowns x, y, z.
3... (answered by robertb)
I need help with figuring out how to do a problem like this:
Solve the following... (answered by 3788)
LINEAR EQUATIONS
A.Solve for the unknown in each equation.
4 - 3(t+2) + t = 5(t... (answered by Theo,MathTherapy)