(2/3)(1+n)=-0.5n

Simple and best practice solution for (2/3)(1+n)=-0.5n equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

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Solution for (2/3)(1+n)=-0.5n equation:


(2/3)(1+n)=-0.5n

We move all terms to the left:

(2/3)(1+n)-(-0.5n)=0


Domain of the equation: 3)(1+n)!=0

n∈R


We add all the numbers together, and all the variables

(+2/3)(n+1)-(-0.5n)=0

We get rid of parentheses

(+2/3)(n+1)+0.5n=0

We multiply parentheses ..

(+2n^2+2/3*1)+0.5n=0

We multiply all the terms by the denominator


(+2n^2+2+(0.5n)*3*1)=0


We calculate terms in parentheses: +(+2n^2+2+(0.5n)*3*1), so:

+2n^2+2+(0.5n)*3*1

determiningTheFunctionDomain
2n^2+(0.5n)*3*1+2

We add all the numbers together, and all the variables

2n^2+(+0.5n)*3*1+2

Back to the equation:

+(2n^2+(+0.5n)*3*1+2)



We calculate terms in parentheses: +(2n^2+(+0.5n)*3*1+2), so:

2n^2+(+0.5n)*3*1+2



We calculate terms in parentheses: +(2n^2+(+0.5n)*3*1+2), so:

2n^2+(+0.5n)*3*1+2



We calculate terms in parentheses: +(2n^2+(+0.5n)*3*1+2), so:

2n^2+(+0.5n)*3*1+2



We calculate terms in parentheses: +(2n^2+(+0.5n)*3*1+2), so:

2n^2+(+0.5n)*3*1+2



We calculate terms in parentheses: +(2n^2+(+0.5n)*3*1+2), so:

2n^2+(+0.5n)*3*1+2



We calculate terms in parentheses: +(2n^2+(+0.5n)*3*1+2), so:

2n^2+(+0.5n)*3*1+2



We calculate terms in parentheses: +(2n^2+(+0.5n)*3*1+2), so:

2n^2+(+0.5n)*3*1+2



We calculate terms in parentheses: +(2n^2+(+0.5n)*3*1+2), so:

2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



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2n^2+(+0.5n)*3*1+2



We calculate terms in parentheses: +(2n^2+(+0.5n)*3*1+2), so:

2n^2+(+0

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Simple and best practice solution for (2/3)(1+n)=-0.5n equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

Solution for (2/3)(1+n)=-0.5n equation:

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