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Mathematics 7 Online
OpenStudy (anonymous):

How can you solve this equation?? It's precalculus

OpenStudy (jkristia):

you need to isolate x, so subtract 3 form both sides, then divide by 7^5 on both sides. Then you end with a value on the left and \[\sqrt{x^2}\] on the right

OpenStudy (jkristia):

well, a negative 7^5 of course

OpenStudy (anonymous):

Firstly, sqrt(x^2) is x. After doing that, just rearrange the equation by isolating x and solving for it. @Powerful22

OpenStudy (anonymous):

ok

OpenStudy (anonymous):

After you get the answer, post it, and I'll tell you whether it's correct or not. @Powerful22

OpenStudy (jkristia):

obviously sqrt(x^2) is x, but I didn't want to give that away

OpenStudy (anonymous):

No that's incorrect @Powerful22

OpenStudy (anonymous):

Should I show you some first steps so you know how to start off? @Powerful22

OpenStudy (jkristia):

Are you actually supposed to fine the actual value ? or just show the how to solve for x ?. \[\frac{ -2-3 }{-7^5 } = x = 0.000297\]

OpenStudy (anonymous):

@jkristia That is correct. But you should never give away the answer. Try to show the beginning steps so the asker actually understands the process of solving the question.

OpenStudy (anonymous):

No that's wrong @Powerful22

OpenStudy (jkristia):

can you show how you get 4.98 ?

OpenStudy (anonymous):

Well, i have 4 multiple choices and thought 0.43 would work, and you guys kept saying no, no, no, and no. U guys are trying to solve for x, which is not what i'm asking for or trying to learn for.

OpenStudy (jkristia):

usually 'solve the equation' means solve for x, and if possible, find the value for x.

OpenStudy (anonymous):

They want me to know the properties of exponent.

OpenStudy (anonymous):

how to use properties of exponents

OpenStudy (anonymous):

x= -5/16807 is not one of my choices.

OpenStudy (anonymous):

that's ok, @jkristia you can go hep other people. I closed my question. Thanks for help anyways.

OpenStudy (jkristia):

and what are the choices ? I see this as \[x = \frac{-5}{-16807} = \frac{5}{16807}\] but you are saying that is not one of the choices

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