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IASSC ICBB Exam - Topic 2 Question 45 Discussion

Calculate the Rolled Throughput Yield of this process using this data. Data. unit input: 1450, unit output: 1390, defects repaireD. 320, scrap: 60
C) 73.79%
A) 71.33%
B) 72.66%
D) 77.93%

IASSC ICBB Exam - Topic 2 Question 45 Discussion

Actual exam question for IASSC's ICBB exam
Question #: 45
Topic #: 2
[All ICBB Questions]

Calculate the Rolled Throughput Yield of this process using this data. Data. unit input: 1450, unit output: 1390, defects repaireD. 320, scrap: 60

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Suggested Answer: C

by Garry at Mar 02, 2023, 09:27 PM

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Thad
9 months ago
Totally agree, 72.66% feels right based on the numbers!
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Brittni
9 months ago
Wait, how do you account for the defects repaired?
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Xochitl
9 months ago
That seems off, I thought it would be higher.
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Alexis
9 months ago
I calculated it too, and I got 72.66%!
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Cathrine
9 months ago
The formula for RTY is pretty straightforward.
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Rolf
10 months ago
I believe the Rolled Throughput Yield is calculated as the output divided by the input minus defects and scrap. I think I’ll go with option B.
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Clarence
10 months ago
This question feels similar to one we practiced last week. I think the answer might be around 72%, but I’m not completely confident.
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Andrew
10 months ago
I think we subtract the defects and scrap from the total input to find the yield, but I can't recall the exact steps.
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Caprice
10 months ago
I remember we calculated the Rolled Throughput Yield in class, but I'm not sure if I got the formula right.
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Carla
10 months ago
Hmm, this one seems tricky. I think I need to review the Spring transaction management concepts again before attempting to answer.
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Timothy
10 months ago
Hmm, this looks like a question about employment controls in ISO 27002. I'll need to think carefully about the key terms here.
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Ulysses
10 months ago
I recall our practice question about search techniques, and "Boolean" seemed more focused on specific queries rather than crawling everything.
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Veronika
10 months ago
Hmm, I'm a bit unsure about this one. I know T3 connections are high-speed, but I'm not sure of the specific use cases. I'll have to think carefully about the options and try to eliminate the less likely ones.
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Daisy
1 year ago
Aha, I've got it! C) 73.79% is the way to go. Though I'm tempted to choose D) 77.93% just to see if the graders have a sense of humor.
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Carlee
1 year ago
Yeah, C) 73.79% seems like the most accurate choice.
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Herminia
1 year ago
I agree, let's go with C) 73.79%.
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Onita
1 year ago
I think C) 73.79% is the correct answer.
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Valentin
1 year ago
This question is a real head-scratcher. Maybe we should ask the exam proctors to roll a die and just pick a random answer. That's probably as accurate as my calculations!
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Lashawna
1 year ago
D) 77.93% seems a bit too high, doesn't it? I'm going with C) 73.79% as the correct answer. Gotta love those quality control metrics!
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Muriel
1 year ago
Yeah, that seems like a reasonable estimate for the process.
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Kristian
1 year ago
I agree, let's go with C) 73.79% for the Rolled Throughput Yield.
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Stanton
1 year ago
I think C) 73.79% is a good choice. Quality control is important.
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Wei
1 year ago
Hmm, I'm not sure about this one. Let me double-check the formula. Oh wait, I forgot my calculator - anyone got a spare abacus I can borrow?
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Crissy
1 year ago
D) 77.93%
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Estrella
1 year ago
C) 73.79%
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Meaghan
1 year ago
B) 72.66%
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Wilson
1 year ago
D) 77.93%
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Junita
1 year ago
C) 73.79%
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Tina
1 year ago
B) 72.66%
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Ronny
1 year ago
A) 71.33%
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Gwenn
1 year ago
A) 71.33%
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Paris
1 year ago
Great job! Option B is indeed the correct answer for the Rolled Throughput Yield.
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Melina
1 year ago
I got 72.66% this time. Looks like option B is the correct answer.
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Renea
1 year ago
I got 95.86%, which is not one of the options. Let me try again.
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Nichelle
1 year ago
I think the formula is unit output / unit input. Let me calculate it.
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Lisha
1 year ago
I think the correct answer is C) 73.79%. The formula for Rolled Throughput Yield is (Good Units / Units Introduced) x 100, so the calculation would be (1390 / 1450) x 100 = 73.79%.
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Shaquana
1 year ago
That makes sense, thanks for explaining the formula.
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Gene
1 year ago
I agree, the correct answer is C) 73.79%.
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Claribel
1 year ago
I'm not sure, but I think I will go with C) 73.79% because I believe the defects repaired should be included in the calculation.
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Brett
1 year ago
I agree with Xenia, because RTY is calculated by dividing the total number of good units produced by the total number of units that entered the process.
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Xenia
1 year ago
I think the answer is A) 71.33%
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