SOLUTION: 1/x < 3 where x belong to real no.

Question 365484: 1/x < 3 where x belong to real no.
Answer by jokaehler(26) (Show Source): You can put this solution on YOUR website!
If I understood your question correctly, it's laid out like this:
<3

There are two ways that we can solve this problem. The first way we could solve this is to multiply both sides by "x." If we multiply by "x", it will become "1," and the "3" will become "3x." Now we have the problem laid out so it's much easier (1<3x). In order to isolate the x, we need to divide both sides by 3. Therefore, x<

Now the other way that we can solve this is to take the inverse of both sides. The inverse of is x. The inverse of 3 is . Once we take the inverse, we have the problem solved with much less work. x<
RELATED QUESTIONS
Solve for x where x is a real number log x + log (x-3) =... (answered by HyperBrain)

solve for x, where x is a real number: ((x^4)-1)/(x^3)... (answered by oscargut,MathTherapy)

What Property Does This Belong In ?... (answered by KMST)

3(x+1)=3(x+7) Choose the solution No solution all real... (answered by Mathtut)

1 + 2/x = 3/ x^2 x/ x-1 + x = 4x - 3/ x - 1 Please help....I am so lost. I have no... (answered by Alan3354)

if f(x) = x^n, ( n belong to R) prove that f’(x) = n x^(n-1) (answered by ikleyn)

Use Descartes rule of signs to determine how many positive and how many negative real... (answered by mukhopadhyay)

What set does 5 1/3 and 3 belong... (answered by ikleyn)

Explain why x to the 4th+2xsquared+4 has no real root while every polynomial function of... (answered by Fermat,venugopalramana)