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The inside diameter of a sampler tube is 50 mm, The inside diameter of the cutting edge is kept such that the inside Clearance Ratio (ICR) is 1.0 % to minimize the friction on the sample as the sampler tube enters into the soil. The inside diameter (in mm) of the cutting edge is ________ . (round off to two decimal places)
    Correct answer is between '49.49,49.52'. Can you explain this answer?
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    The inside diameter of a sampler tube is 50 mm, The inside diameter of...
    Given information:
    - Inside diameter of the sampler tube = 50 mm
    - Inside Clearance Ratio (ICR) = 1.0%

    To find:
    Inside diameter of the cutting edge

    Assumptions:
    - The cutting edge is a cylindrical shape.
    - The cutting edge has a constant thickness throughout.

    Solution:
    The inside Clearance Ratio (ICR) is defined as the ratio of the clearance between the cutting edge and the soil to the inside diameter of the sampler tube.

    Step 1: Calculate the clearance between the cutting edge and the soil.
    The clearance can be calculated using the formula:
    Clearance = ICR * Inside diameter of the sampler tube

    Given ICR = 1.0% and Inside diameter of the sampler tube = 50 mm
    Clearance = 1.0% * 50 mm = 0.01 * 50 mm = 0.5 mm

    Step 2: Determine the inside diameter of the cutting edge.
    The inside diameter of the cutting edge is the sum of the inside diameter of the sampler tube and twice the clearance.
    Inside diameter of the cutting edge = Inside diameter of the sampler tube + 2 * Clearance

    Inside diameter of the cutting edge = 50 mm + 2 * 0.5 mm = 50 mm + 1 mm = 51 mm

    Rounding off:
    The correct answer is between 49.49 and 49.52. Since the inside diameter of the cutting edge is 51 mm, it does not fall within the given range. Therefore, the answer may be incorrect or there may be some rounding off error in the given correct answer range.

    However, if we round off the inside diameter of the cutting edge to two decimal places, it becomes 51.00 mm which is not within the given correct answer range.
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    Community Answer
    The inside diameter of a sampler tube is 50 mm, The inside diameter of...


    D1 = 49.50 mm
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    The inside diameter of a sampler tube is 50 mm, The inside diameter of the cutting edge is kept such that the inside Clearance Ratio (ICR) is 1.0 % to minimize the friction on the sample as the sampler tube enters into the soil. The inside diameter (in mm) of the cutting edge is ________ . (round off to two decimal places)Correct answer is between '49.49,49.52'. Can you explain this answer?
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    The inside diameter of a sampler tube is 50 mm, The inside diameter of the cutting edge is kept such that the inside Clearance Ratio (ICR) is 1.0 % to minimize the friction on the sample as the sampler tube enters into the soil. The inside diameter (in mm) of the cutting edge is ________ . (round off to two decimal places)Correct answer is between '49.49,49.52'. Can you explain this answer? for Civil Engineering (CE) 2024 is part of Civil Engineering (CE) preparation. The Question and answers have been prepared according to the Civil Engineering (CE) exam syllabus. Information about The inside diameter of a sampler tube is 50 mm, The inside diameter of the cutting edge is kept such that the inside Clearance Ratio (ICR) is 1.0 % to minimize the friction on the sample as the sampler tube enters into the soil. The inside diameter (in mm) of the cutting edge is ________ . (round off to two decimal places)Correct answer is between '49.49,49.52'. Can you explain this answer? covers all topics & solutions for Civil Engineering (CE) 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The inside diameter of a sampler tube is 50 mm, The inside diameter of the cutting edge is kept such that the inside Clearance Ratio (ICR) is 1.0 % to minimize the friction on the sample as the sampler tube enters into the soil. The inside diameter (in mm) of the cutting edge is ________ . (round off to two decimal places)Correct answer is between '49.49,49.52'. Can you explain this answer?.
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