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Question

Fifty observations of production operation revealed a mean cycle time of 10 min. The worker was evaluated to be performing at 90% efficiency. Assuming the allowances to be 10% of the normal time, the standard time (in minutes) for the job is

The correct answer is 9.9

Understanding Standard Time Calculation

The standard time for a job in a production operation is a crucial metric used for planning, scheduling, and performance evaluation. It represents the time required by a qualified worker, working at a standard pace, to complete a task, including necessary allowances for rest and personal needs.

Key Components of Standard Time

To calculate standard time, we typically need the following:

  • Observed Time (Mean Cycle Time): The average time taken to complete the job based on direct observation. In this case, the mean cycle time is 10 minutes.
  • Performance Rating (Efficiency): An assessment of the worker's pace compared to a standard pace. A rating of 90% means the worker is performing at 90% of the standard pace.
  • Normal Time: The time a standard worker would take to complete the job without any interruptions or delays. It is calculated by adjusting the observed time by the performance rating.
  • Allowances: Additional time added to the normal time to account for personal needs, fatigue, and unavoidable delays. Allowances are often expressed as a percentage of normal time or observed time. In this problem, allowances are 10% of the normal time.
  • Standard Time: The sum of normal time and allowances.

Calculating Standard Time Step-by-Step

Let's calculate the standard time for the given production operation:

Step 1: Calculate the Normal Time

The normal time is obtained by multiplying the mean cycle time by the performance rating.

Given:

  • Mean Cycle Time = 10 minutes
  • Performance Rating = 90% or 0.90

Formula for Normal Time:

\( \text{Normal Time} = \text{Mean Cycle Time} \times \text{Performance Rating} \)

Calculation:

\( \text{Normal Time} = 10 \text{ min} \times 0.90 \)

\( \text{Normal Time} = 9 \text{ minutes} \)

Step 2: Calculate the Allowances

Allowances are given as a percentage of the normal time.

Given:

  • Allowances = 10% of Normal Time
  • Normal Time = 9 minutes (from Step 1)

Formula for Allowances:

\( \text{Allowances} = \text{Percentage of Allowances} \times \text{Normal Time} \)

Calculation:

\( \text{Allowances} = 0.10 \times 9 \text{ minutes} \)

\( \text{Allowances} = 0.9 \text{ minutes} \)

Step 3: Calculate the Standard Time

The standard time is the sum of normal time and allowances.

Given:

  • Normal Time = 9 minutes (from Step 1)
  • Allowances = 0.9 minutes (from Step 2)

Formula for Standard Time:

\( \text{Standard Time} = \text{Normal Time} + \text{Allowances} \)

Calculation:

\( \text{Standard Time} = 9 \text{ minutes} + 0.9 \text{ minutes} \)

\( \text{Standard Time} = 9.9 \text{ minutes} \)

Thus, the standard time for the job is 9.9 minutes.

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Important Questions from Line Balancing and Work Study

  1. If (R) is the base rate guaranteed per hour, (S) is the standard time for the job and (T) is the actual time, then according to Rowan plan, wages for the job will be-

  2. Fifty observations of production operation revealed a mean cycle time of 10 min. The worker was evaluated to be performing at 90% efficiency. Assuming the allowances to be 10% of the normal time, the standard time (in minutes) for the job is

  3. A technique of Work measurement in which times established for basic human motions are used to build up the time for a job at the defined level of performance is called:

  4. The time study of machinery operation recorded a cycle time of 7.0, 6.0, 7.0, 8.0 minutes. The performance rating of worker is 95%. The allowance fraction is 0.1. Standard time will be given by:

  5. Which of the following is best fit for analyzing the effect of variable, relationship and manipulation of a model?

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