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To fine the value for x in 1/2(2x-8)+2=35 ½
I will put it as
0.5 (2x – 8) + 2 = 35.5
My multiplying 0.5 with the rest of the equation, the following is what you will get:
{(0.5 * 2x) - (0.5 * 8) } + 2 + 35.5
Which in return, will be equal to:
(1x – 4) + 2 = 35.5
I order to equalize the equation you will need to subtract 2 from both sides of the equation.
If you subtract 2 from each side, the equation will appear as:
(1x – 4) + 2 - 2 = 35.5 – 2
Which will be equal to
1x – 4 = 33.5
Now again in order to equalize the equation, you will have to add up 4 to both sides.
If you add up four to both sides of the equation, The equation will be
1x – 4 + 4 = 33.5 + 4
It will make the equation equal to:
1x = 37.5
You will now have to divide both sides by one.
That means x will be equal to:
1x /1 = 37.5 / 1
therefore,
x = 37.5
I hope it helps and I have explained it properly. If you need anymore help, please feel free to post another question.
I will put it as
0.5 (2x – 8) + 2 = 35.5
My multiplying 0.5 with the rest of the equation, the following is what you will get:
{(0.5 * 2x) - (0.5 * 8) } + 2 + 35.5
Which in return, will be equal to:
(1x – 4) + 2 = 35.5
I order to equalize the equation you will need to subtract 2 from both sides of the equation.
If you subtract 2 from each side, the equation will appear as:
(1x – 4) + 2 - 2 = 35.5 – 2
Which will be equal to
1x – 4 = 33.5
Now again in order to equalize the equation, you will have to add up 4 to both sides.
If you add up four to both sides of the equation, The equation will be
1x – 4 + 4 = 33.5 + 4
It will make the equation equal to:
1x = 37.5
You will now have to divide both sides by one.
That means x will be equal to:
1x /1 = 37.5 / 1
therefore,
x = 37.5
I hope it helps and I have explained it properly. If you need anymore help, please feel free to post another question.
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