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First you isolate the exponential from the exponential equation, next you insert log or LN on both sides of the equation,
lastly you insert the left over answer into the calculator but before that you also have to find X, to solve the equations.

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first you isolate the exponential from the exponential equation. next you insert log or LN on both sides of the equation. lastly you insert the left over answer into the calculator but before that you have to find X

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First isolate the exponential equation. Then after that take log and or ln if necessary of both sides of the exponential after that you would move the exponent in front of the log and then just solve for X like you would on a regular algebra equation

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first you have to isolate the exponential and then take the log of both sides then, move exponents in front of the log lastly solve

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First you need to isolate the exponential to a single base. Then you take the logarithms of both bases. After that move the exponent to the front, then divide the log to get x and simplify.

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To solve exponential equations using logarithms, first isolate the exponential. second it to take the log or natural log of both sides of the equation. Then move the exponent in front of the log and solve for the solution.

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For an exponential equation, logarithms can help to solve by first isolating the exponential part of the equation to get it by itself. after doing this, take the log of both sides so that the base of the number is placed. After this, put the exponents in the front of the logs for each side. Then, separate the x on one side and the logs on the other. By dividing the logs you can solve for x.

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You need to first isolate the exponent. Then, you need to take the log or natural log depending on if the base is e or not of both sides. Then, you should be able to move the exponent in front of the log and solve for x.

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There are 3 steps to solving equations using logarithms. The first step is to isolate the exponential (x). Next you would take the log or the natural log (if a e is present). Then finally you would move the exponent in front of the log. The finish solving the equation algebraically (normally)

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First isolate the exponential, and then take the log(ln) of both sides of the equation. Then move the exponent in front of the log. Divide by the log on both sides into Change of Base formula. Type the Change of Base Formula into the calculator and solve the equation regulary

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The first step to solve exponential equations using logarithms would be to isolate the exponential. The second step is to take log (In) of both sides. However if you have an e, take the natural log. And the last final step would be to move the exponent in front of the log or In and enter it into the calculator to solve and find x using three decimals.

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you start by isolating the exponential. once it is isolated you tale the log or ln on both sides. then move your exponent to the front then solve from there

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To solve exponential equations using logarithms you first have to make sure you isolate the exponential. Then after that's done, you have to take the log of both sides and depending on the situation sometimes you may have to take the LN only if there is an e. Finally, move the exponent in front of the log or ln and solve.

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First you need to take isolate the exponential by subtracting or adding it to one side to the other, you then put the log onto both sides. Make sure after that to put the exponent in front of the log. Once you’ve done this if you still have somthing on the x that isn’t one you would divide both sides by it. If not it’s very easy the answer will just be whatever the log is if the number.

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First when solving exponential equations using logarithms you will need to isolate the exponential. Once you have isolated the exponential take the log of both sides of the equation. If there is an e then you will need to use natural log. If there are exponents move them infront  of the log or natural log. Then you can plug the equations into the calculator using the change of base equation then round the answer the calculator gives then it is solved.

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Start by isolating the exponential. Once it’s isolated, take log of both sides or if there’s an e, take the natural log. Move the exponent in front of the log/ln and enter into calculator to solve.

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You have to isolate the exponential by canceling or removibg anything from next to the function. Then you have to make both sides logrithms. Put the exponents infront of the logrithms and divide by the logrithms. Solve for x