Equations with Variables on Both Sides - Examples
Read this topicExplanations 4
- The key to solving equations with variables on both sides is to move all the terms with the variable to one side, and everything else on the other. You can move the terms using …
By Alex Federspiel, Zora Gilbert, Amy Feraco, Jonathan Heller, Anusha Rahman
- Despite looking a little cluttered, equations with variables on both sides can be solved in much the same way as equations with variables on only one side. Think of any of these…
By Hannah Bonville, Zora Gilbert, Alex Federspiel, Victor Wang, arsenii, Liza Sulkin, Jonathan Heller, Anusha Rahman
- (Videos) Solving Linear Equations with Variables on Both Sides by mathman1024 This video by mathman1024 looks at some more complicated problems with variables on both sides. Sum…
By Alex Federspiel, Amy Feraco, Jonathan Heller, Anusha Rahman
- (Video) Solving Equations with Variables on Both Sides by Friendly Math 101 Here's a video by Friendly Math 101 showing you how to solve equations when there's variables on both…
By Alex Federspiel, Amy Feraco, Jonathan Heller, Anusha Rahman
Problems 27
- Does the equation x+6x+3=3x+3+2\frac{x+6}{x+3} = \frac{3}{x+3} + 2x+3x+6=x+33+2 have real solutions?
- Solve for xxx. x−2=8x+5x-2=8x+5x−2=8x+5
- Solve for xxx. 6x−9=2x−36x-9=2x-36x−9=2x−3
- Solve for xxx. 3x+6=7x−33x+6=7x-33x+6=7x−3
- Solve for xxx. x−8=8x+4x-8=8x+4x−8=8x+4
- Solve for xxx. 3x−4=−2x+93x-4=-2x+93x−4=−2x+9
- Solve for xxx. 3x−1=−6(x+1)3x-1=-6(x+1)3x−1=−6(x+1)
- Solve for xxx. 2(2x+3)=−2(4x+3)2(2x+3)=-2(4x+3)2(2x+3)=−2(4x+3)
- Solve for xxx. 32 x−34 x=23 x+103\frac{3}{2}\ x-\frac{3}{4}\ x=\frac{2}{3}\ x+\frac{10}{3}23 x−43 x=32 x+310
- Solve for xxx. 12 x−3=2−34 x\frac{1}{2}\ x-3=2-\frac{3}{4}\ x21 x−3=2−43 x
- Solve for xxx. 87 x−96 x=54 x−310\frac{8}{7}\ x-\frac{9}{6}\ x=\frac{5}{4}\ x-\frac{3}{10}78 x−69 x=45 x−103
- How many solutions does the following equation have? 12x+7=24x+9.\frac{1}{2x+7} = \frac{2}{4x+9}.2x+71=4x+92.
- What is the sum of all the possible values of xxx?
- Find xxx such that x2=8x.\frac{x}{2}=\frac{8}{x}.2x=x8.
- x−1=2x+52x-1 = \frac{2x+5}{2}x−1=22x+5 Solve for xxx.
- Solve for xxx. 3x+6=2x−93x+6=2x-93x+6=2x−9
- Solve for xxx. x=x2x=\frac{x}{2}x=2x
- Solve for xxx in terms of aaa. ax+(a+1)=(a+1)x+aax+(a+1)=(a+1)x+aax+(a+1)=(a+1)x+a
- If x+1=2x−2x+1 = 2x-2x+1=2x−2, then...
- If x+1=2xx+1 = 2xx+1=2x, then...
- If x+1=2x+2x+1 = 2x+2x+1=2x+2, then...
- Solve for xxx. x+1=−2x+2x+1 = -2x+2x+1=−2x+2
- Solve for xxx. 2x+4=1x\frac{2}{x}+4=\frac{1}{x}x2+4=x1
- Solve for xxx: 2x+37=8x+732x+37=8x+732x+37=8x+73
- Solve for xxx: 11x+13=17x+1911x+13=17x+1911x+13=17x+19
- Solve for xxx: 3x+7=8x−93x+7=8x-93x+7=8x−9
- Solve for xxx: x+5=2x−6x+5=2x-6x+5=2x−6