Calculate [OH-] in micromolar/L and nanomolar/L for pH 6 - Homework Solution"

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To calculate the hydroxide ion concentration [OH-] for a pH of 6, the correct formula is [OH-] = 10^(14 - pH). This results in [OH-] being 10^-8 micromolar/L and 10^-8 nanomolar/L, which is a misunderstanding since these units are not interchangeable. Clarification on the terms "micromole" and "nanomole" is necessary, as they represent different concentrations. The discussion emphasizes the importance of correctly identifying and using formulas to avoid confusion in calculations. Understanding the distinction between these units and the proper application of the formula is crucial for accurate results.
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Homework Statement


Hi i need to just check if i have understood this.
The problem statement is that i need to find out what [OH-] is in micromolar/L and nanomolar/L for pH 6

Homework Equations


The equation I am using is that 10pH-14

The Attempt at a Solution


My attempt was using the pH i was given and putting it in the equation. So i got that 106-14 = 10-8 micromolar/L and 10-8 nanomolar/L

But i am a bit unsure because the way it is questioned is a bit tricky, since i don't think they would let people get away with just changing the writing "micromolar/nanomolar"

So if anyone would please check it out and just tell me if what i did was right or wrong and what is wrong in that case i would be happy
 
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Where to start...

What does it mean "micromole"? "Nanomole"?

"Molar" typically means concentration measured in mole/L. We don't say molar/L, as the "/L" part is understood to be already there.
 
Ok i meant mmole and nmole. However did i understand it right, the way to solve it?
 
Hard to say. The way you wrote it may suggest you have no idea what you are doing, which is why I tried to start at the very beginning.

What is "micromole", what is "nanomole"? Is it possible for a solution to have the same concentration expressed in micromoles/L and nanomoles/L? That's what you wrote in the opening post.
 
mimi.janson said:
The equation I am using is that 10pH-14

That's not an equation.

If you stated what exactly it is a formula for you might avoid the mistakes you have made.
 
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