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It is harder for me when there are variables on the other side

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Thalf of the men were bare-footed, [some soldiers went off] looking for food. Many became ill from exposure and starvation, and were left on the road. 

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Thalf of the men were bare-footed, [some soldiers went off] looking for food. Many became ill from exposure and starvation, and were left on the road. 

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The difference is that if you have two variables on the same side you combine like terms but if it's just a one step equation with only one equation you don't need to combine like terms you just go one with it.

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The difference is that if you have two variables on the same side you combine like terms but if it's just a one step equation with only one equation you don't need to combine like terms you just go one with it.

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Odrika Mim

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The difference is combining them can be confusing

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The difference is combining them can be confusing

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There is a extra step that you need to do.

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When you're solving equations with the variable on one side, you're able to isolate the variable. When you're solving equations with the variables on both sides, you won't be able to isolate the variable. Therefore, you won't get the correct answer.

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The difference between solving equations with variables on one side with variables on both sides is they can be combined when on one side but when they are on both sides they have to be added or subtracted because they are done with inverse operations.

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the difference is one step you combine like terms and other one is when there are variables are other sides you combine the like terms first

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the difference is one step you combine like terms and other one is when there are variables are other sides you combine the like terms first

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The difference between the two problems is that for the first one you combine the like terms on the same side but for the second problem you have to find the like terms from both sides.

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The difference between solving equation variables on one side and equation variables on different sides is that solving variables on one side you just combine the like terms. However, for variables on different sides, it's more complex and you're going to have to do more steps.

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The difference between solving equations with the variable on one side and equations with both sides because when solving one side you only have to combine like terms. When you solve with variables on both sides you have more steps to do since there are two coefficients involved for each variables.

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There is many differences between solving equations with the variables on one side and equations with the variables on both sides. One differences is that you have to get the variable on one side when solving equations with variables on both sides.

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when you multiply with 1 variable on 1 side you just have to do the other numbers it when you do it with 2 on each side you have to do a extra step

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When the variable is in one side then there is less steps to solve, and for different sides it takes more steps.

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The difference is that you have to do an extra step of combining the like terms. -zaarah

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The difference between solving equations with the variables on one side and equations with the variables on both sides is that with solving equations with variables on one side you can combine like terms. But with solving equations with variables on both sides you can't combine like terms.

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The difference between the variables on both sides than the variable on both sides is when there are variables on both sides you have to combine like terms by doing the inverse operation . When the variables are on the same side you do not have to combine like terms by the inverse operation .

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The difference between when there is variables on one side and when there is a variable in both sides is that when there is a variable in just one side, you just try to keep the variable by itself on that side. However, when there are variables in both sides, you will need to get rid of the variable on one side by using an inverse on one side. From there, you solve it just like an one step equation. If there isn't a variable on either side after using the inverse operation, there is either no solution if the two sides aren't equal to each other after simplifying or there are an infinite amount of solutions if they do.

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When there is variable on one side than you can just work on isolating the variable. But if there are variable on both sides than you have to move it to one side by doing the inverse operation.

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The difference is that for both sides with variables it's more challenging, it has more steps and more movement the one sided variables!!

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The difference between solving equation with the variables on one side and equations with the variables on both sides is you ould do diffrent steps and a diffrent anwser.

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The difference between solving equations with variables on one side and equations with the variables on both sides is that we need to do another step. Inverse.

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You would get two completely different answers and you would have to do different steps to get the answers

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The difference between solving equations with variables on one side to equations with variables on both sides is that you have to use the inverse property on the variable/term with a variable on one side since you can't combine like terms that aren't on the same side.

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The difference between solving equations with variables on one side and equations with the variables on both sides is that there are more steps to follow with variables on both sides. You have to isolate the variables on both sides instead of just one.

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The difference is that with the variables on one side you don't have to do as much to solve for the variable, while with the variables are on both sides you have to do a couple of extra steps to solve for the variable.

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The difference is that when the variable is on one side you can just combine them but with the variable on both sides you have to use inverse operation.

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The difference is that when the variable is on one side you can just combine them but with the variable on both sides you have to use inverse operation.