Asked by Courtney
                Gas Chromatography:
The internal standard technique is used. A volatile component which does not interfere with the GC analysis (i.e. it gives a separate peak) is added to the sample which is then analyzed. For example, 10.0 mg of D was added to 50.0 mg of the mixture of A, B, and C. The sample is then analyzed by GC (note that you need to inject 1-2 uL) giving a chromatogram with peaks for only A, B, and D. The relative peak areas (i.e. relative to D) are found to be: A, 0.75; B, 3.00; D, 1.00. Fpr 10.0 mg of D, what weights of A and B are indicated by this chromatogram; i.e. what weights of A and B are in the original 50 mg sample? Thus, what are the weight percentages of A and B in the original sample?
I am really confused on how to calculate this, let alone where to even begin. Do you use the equation n= the sum of niWi?
            
        The internal standard technique is used. A volatile component which does not interfere with the GC analysis (i.e. it gives a separate peak) is added to the sample which is then analyzed. For example, 10.0 mg of D was added to 50.0 mg of the mixture of A, B, and C. The sample is then analyzed by GC (note that you need to inject 1-2 uL) giving a chromatogram with peaks for only A, B, and D. The relative peak areas (i.e. relative to D) are found to be: A, 0.75; B, 3.00; D, 1.00. Fpr 10.0 mg of D, what weights of A and B are indicated by this chromatogram; i.e. what weights of A and B are in the original 50 mg sample? Thus, what are the weight percentages of A and B in the original sample?
I am really confused on how to calculate this, let alone where to even begin. Do you use the equation n= the sum of niWi?
Answers
                                                    There are no human answers yet.
                                            
                
                                                    There are no AI answers yet. The ability to request AI answers is coming soon!
                                            
                Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.