One of the most common questions asked by math students is how to solve 30kx 6kx 8 for x. It is a great question, as it helps to build foundational arithmetic skills and provides an opportunity to practice problem-solving techniques. Fortunately, it is an achievable task, and learning how to solve it can provide a solid basis for other more advanced math problems.

## Simplifying the Expression

The first step to solving any math problem is to simplify the expression. In this case, the first step is to combine the two expressions. This can be done by multiplying them together, as they are both being multiplied by x. Once the two expressions are combined, the equation becomes 30kx^{2} + 6kx = 8. Now, the expression has been simplified and the next step can be taken.

## Solving for x

The next step is to solve for x. This can be done by rearranging the equation so that x is on one side and everything else is on the other side. To achieve this, both sides of the equation must be divided by the same number. This number should be the coefficient of x, which is 30k + 6k. After dividing both sides by this number, the equation becomes: x = 8/ (30k + 6k).

## Calculating the Value of x

The final step is to calculate the value of x. To do this, the equation must be simplified. This can be done by combining the two k terms in the denominator. This gives the equation x = 8/ 36k. Now, the equation has been simplified and the value of x can be calculated by dividing 8 by 36k. Once this is done, the answer will be the value of x.

By following the steps outlined in this guide, it is possible to solve 30kx 6kx 8 for x. This can be done by simplifying the expression, solving for x, and then calculating the value of x. Once the steps have been followed, the answer will be the value of x. By following this guide, math students can improve their problem-solving skills and build a strong foundation for future math problems.

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