Why the pH of 1.00 × 10 − 7 M HCl is not exactly 7.00 should be explained. Concept Introduction: The concentration of hydrogen ions in a solution determines the acidity of a solution. If concentration of hydrogen ion is more than the solution is more acetic, if it is low, solution is less acidic. The pH of solution is defined as negative log of hydrogen ion concentration thus, it can be calculated as follows: p H = − log H + Here, H + is concentration of hydrogen ion. Similarly, pOH of a solution is defined as negative log of hydroxide ion concentration thus, it can be calculated as follows: p O H = − log OH − Here, OH − is concentration of hydroxide ion. pH and pOH of a solution are related to each other as follows: p H + p O H = 14 .
Why the pH of 1.00 × 10 − 7 M HCl is not exactly 7.00 should be explained. Concept Introduction: The concentration of hydrogen ions in a solution determines the acidity of a solution. If concentration of hydrogen ion is more than the solution is more acetic, if it is low, solution is less acidic. The pH of solution is defined as negative log of hydrogen ion concentration thus, it can be calculated as follows: p H = − log H + Here, H + is concentration of hydrogen ion. Similarly, pOH of a solution is defined as negative log of hydroxide ion concentration thus, it can be calculated as follows: p O H = − log OH − Here, OH − is concentration of hydroxide ion. pH and pOH of a solution are related to each other as follows: p H + p O H = 14 .
Solution Summary: The author explains that the pH of 1.00times 10-7M HCl is not exactly 7.00.
Why the pH of 1.00×10−7 M HCl is not exactly 7.00 should be explained.
Concept Introduction:
The concentration of hydrogen ions in a solution determines the acidity of a solution. If concentration of hydrogen ion is more than the solution is more acetic, if it is low, solution is less acidic.
The pH of solution is defined as negative log of hydrogen ion concentration thus, it can be calculated as follows:
pH=−logH+
Here, H+ is concentration of hydrogen ion.
Similarly, pOH of a solution is defined as negative log of hydroxide ion concentration thus, it can be calculated as follows:
pOH=−logOH−
Here, OH− is concentration of hydroxide ion.
pH and pOH of a solution are related to each other as follows:
1. Show the steps necessary to make 2-methyl-4-nonene using a
Wittig reaction. Start with triphenylphosphine and an alkyl
halide. After that you may use any other organic or inorganic
reagents.
2. Write in the product of this reaction:
CH3
CH₂
(C6H5)₂CuLi
H₂O+
3. Name this compound properly, including stereochemistry.
H₂C
H3C
CH3
OH
4. Show the step(s) necessary to transform the compound on the
left into the acid on the right.
Bri
CH2
5. Write in the product of this
LiAlH4
Br
H₂C
OH
What are the major products of the following reaction? Please provide a detailed explanation and a drawing to show how the reaction proceeds.
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