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5x+7=24-6x
and this...
x+3/2=29-2x
I want to know how to do it.

2007-10-25 06:29:56 · 17 answers · asked by Jenniefrizzzle 4 in Science & Mathematics Mathematics

17 answers

5x+7=24-6x
step 1. rearrange the equation so that coefficients are on one side/ automatically the sign changes as u cross the = sign. -becomes + and the other way round.

5x+6x=24-7

then solve the equation

11x=17 then divide both sides by 11 to find the value of x

x=1.54

2007-10-25 06:38:29 · answer #1 · answered by vfm 3 · 0 1

5x+7=24-6x
11x = 17
x = 17/11 = 1 6/11

x+3/2=29-2x
3x = 27 1/2
x = 9 1/6

2007-10-29 05:35:04 · answer #2 · answered by rgankris 3 · 0 0

5x+7=24-6x
11x = 17
x = 17/11 = 1 6/11

x+3/2=29-2x
3x = 27 1/2
x = 9 1/6

2007-10-25 13:35:31 · answer #3 · answered by ironduke8159 7 · 0 0

5x+7=24-6x
Put the numbers with the same signs on the same side of the equation; then solve:
5x+6x = 24-7
11x = 17
x = 17/11

x+3/2=29-2x
x+2x = 29 - 3/2
3x = 55/2
x = (55/2)/3
x = 55/6

2007-10-25 13:36:33 · answer #4 · answered by Tina R 4 · 0 0

5x+7=24-6X first get both X to same side
5x+6x=24-7 now just solve it
11x=17
x=11/17 so about 0.65

second one is like same move X to one side numbers to other
x+2x=29-3/2 3/2 is the same as 1.5
3x=27.5
x=9.16666666666

2007-10-25 13:35:11 · answer #5 · answered by Daniel P 2 · 0 0

Whatever you do on one side of the equal sign, you have to do on the other.

5x+7=24-6x

You want "x" stuff on one side and everything else on the other.
To get the x stuff on one side, add 6x to both sides/

5x+7 +6x=24-6x +6x/

Will you concede that -6x +6x = 0? And that 25+0 = 24?

So you have
5x+7 +6x=24

Would you agree that 5x+6x = 11x? Ok so now you have
11x + 7 = 24

You sill have sons non x stuff on the left so add -7 to both sides.

11x + 7 -7= 24-7
Now, if you'll concede that -7+7=0, and that 11x+0 = 11x, and that 24-7=17, you now have
11x = 17

You still have factor of 11 on the left...
But, if you multiply both sides by 1/11
11x/11 = 17/11

Now, if you'll concede that 11x/11=(11/11)x and that 11/11 = 1 and that 1x = x, you have

x = 17/11

The other one's done the same way... in fact you'll find yourself using these steps a lot.

2007-10-25 13:46:48 · answer #6 · answered by gugliamo00 7 · 0 0

5x+7=24-6x
To get like terms together
subtract 5x from both sides to get 7=24-6x-5x
subtract 24 from both sides to get 7-24=6x-5x
now combine like terms to get -17=1x
Now divide both sides to get
-17/1=1/1x which gives you...
-17=x or x= -17

The second one can be done the same way, just treat the x as a 1x to help you remember it's there. To make a number a fraction just put it over 1! Good Luck! =)

2007-10-25 13:38:40 · answer #7 · answered by DB 5 · 0 0

The first one:

1) 5x + 7 = 24 - 6x

2) Subtract 5x from both sides of the equation.
7 = 24 - 11x

3) Subtract 24 from both sides of the equation.
-17 = -11x

4) Divide both sides by -11.
-17 / -11 = x

5) A negative number divided by a negative number is a positive number.
17/11 = x -OR- x= 17/11

==================================

The second one:

1) x + 3 / 2 = 29 - 2x

2) Subtract 'x' from both sides of the equation.
3 / 2 = 29 - 3x
-OR-
1.5 = 29 - 3x

3) Subtract 29 from both sides of the equation.
-27.5 = -3x

4) Divide both sides by -3.
27.5 / 3 = x
-OR-
x = 27.5 / 3

There you go! I'm assuming I just did your algebra homework for you!

2007-10-25 13:38:09 · answer #8 · answered by Anonymous · 1 0

For the first one, add 6x to both sides, leaving 11x+7=24, then subtract 7 from both sides, leaving 11x = 17, then divide both sides by 11, leaving x = 11/17.

For the second one, add 2x to both sides, leaving 3x+3/2 = 29, then multiply both sides by 2, leaving 6x+3=58, then subtract 3 from both sides, leaving 6x=55, then divide both sides by 6, leaving x = 9.16666667.

2007-10-25 13:59:50 · answer #9 · answered by grizzly_r 4 · 0 0

5x+7=24-6x
thus 5x+6x=24-7
thus 11x=17
thus x=17/11
thus x= 1.545454......

x+3/2=29-2x
thus x+2x=29-3/2
thus 3x=29-1.5
thus 3x=27.5
thus x=27.5/3
thus x= 9.166666666..

2007-10-25 13:37:50 · answer #10 · answered by jjt_bece 1 · 0 0

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