100. Solving a chemistry problem
📂 Coursework
👤 Derkach
Product Description
When identifying a two-component mixture containing presumably propazine (component "X") and diprazine (component "Y"), a chromatogram was obtained using thin-layer chromatography using "witnesses", in which the distance from the start line to the front line of the solvent is 100 mm, and the distance from the start line to the center of the spots of the components "X" and "Y" and witnesses (propazine and diprazine), respectively, are equal to:
l (x) = 38 mm, l (y) = 79 mm,
l(propazine) = 40 mm, l(diprazine) = 78 mm.
Calculate for each component of the mixture and witness the relative mobility coefficient Rf and determine whether the chromatographed substances are identical to each other.
l (x) = 38 mm, l (y) = 79 mm,
l(propazine) = 40 mm, l(diprazine) = 78 mm.
Calculate for each component of the mixture and witness the relative mobility coefficient Rf and determine whether the chromatographed substances are identical to each other.
Additional Information
If you do not open the file - install the RAR archiver. Inside the archive you will find a solution in Word format.
No Reviews Yet
Be the first to leave a review for this product!
Related Products
31. Solving a chemistry problem
Seller: Derkach
41. Solving a chemistry problem
Seller: Derkach
46. Solving a chemistry problem
Seller: Derkach
51. Solving a chemistry problem
Seller: Derkach
55. Solving a chemistry problem
Seller: Derkach
80. Solving a chemistry problem
Seller: Derkach
138. Solving a chemistry problem
Seller: Derkach
143. Solving a chemistry problem
Seller: Derkach