UncategorizedFehling Solution – Introduction, Procedure, and Application

Fehling Solution – Introduction, Procedure, and Application

Fehling’s Test

The Fehling’s test is a diagnostic test used to detect the presence of reducing sugars in a sample. The test utilizes two solutions: a copper sulfate solution and a sodium hydroxide solution. The copper sulfate solution is a blue color and the sodium hydroxide solution is a yellow color. When a reducing sugar is present in a sample, it will react with the copper sulfate solution to produce a red color. The presence of a red color in the test solution indicates the presence of a reducing sugar.

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    Fehling Solution - Introduction, Procedure,  and Application

    Procedure of Fehling’s Test

    The Fehling’s Test procedure is as follows:

    1. A Fehling’s solution prepared by dissolving copper sulfate (CuSO 4 ) and sodium hydroxide (NaOH) in water.
    2. A sugar solution prepared by dissolving sucrose (C 12 H 22 O 11 ) in water.
    3. A test tube filled with the Fehling’s solution.
    4. The test tube then filled with the sugar solution.
    5. Test tube then heated until the sugar solution boils.
    6. The test tube then allowed to cool.
    7. The presence of copper in the sugar solution then observed.

    If copper is present in the sugar solution, it will form a blue precipitate.

    Reaction Of The Fehling Test

    The Fehling test is used to determine the presence of aldehydes and ketones. A solution of copper (II) sulfate and sodium hydroxide added to a test tube. The tube then heated. If aldehydes or ketones are present, they will react with the copper (II) sulfate and sodium hydroxide to form a red precipitate.

    Application of Fehling’s Test or Fehling’s solution

    • A test for the presence of reducing sugars, specifically glucose, in aqueous solutions.
    • Solutions containing reducing sugars will turn a deep red-brown in the presence of copper(II) sulfate (CuSO4) and sodium potassium tartrate (Na2C4H4O6), which are the reagents in Fehling’s solution.
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