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If C & A has Standard Reading, Reading of B comes Introductory.Then reading of A & C is Standard

P of B cannot be introductory, so P of B is Adv A. Then assessment of B is Standard.

P of A or C may/mah not Adv/Intermediate

Thus assesement of B has to be Standard
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I stared by marking down everything I know

Atlas: Standard Reading

Cascade: Standard Reading

Beacon: Intro reading

I know beacon has intro reading bc exactly one module has intro reading and it is the only option left. Since it has intro reading , it must not have intro practice meaning its advanced. Therefore, we can confidently describe the beacon module as Intro reading, Advanced Practice, Standard Assesment.

The rest of the answers are variable, but this enough to choose the correct True and False statements.
Bunuel
A company is reviewing three employee training modules: Atlas, Beacon, and Cascade. Each module includes three sections: reading, practice, and assessment. In every module, one section is Introductory, one section is Standard, and one section is Advanced.

The following information is known:

  1. Exactly one module has an Introductory reading section.
  2. Exactly two modules have an Advanced practice section, and the remaining module has an Introductory practice section.
  3. Atlas and Cascade both have Standard reading sections.

Select for True a statement that must be true, and select for False a statement that must be false, based on the information provided. Make only two selections, one in each column.
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Im using a table to solve this one.
ATLASBEACONCASCADE
READ: SREAD: IREAD:S
PRAC: I/APRAC: APRAC: I/A
ASSESSMENT:I/AASSESSMENT: SASSESSMENT: I/A

Compared the questions of the table and the answer that can be true for both scenarios is the 5th and the only answer that can be false for both scenarios is the 2nd.

Bunuel
A company is reviewing three employee training modules: Atlas, Beacon, and Cascade. Each module includes three sections: reading, practice, and assessment. In every module, one section is Introductory, one section is Standard, and one section is Advanced.

The following information is known:

  1. Exactly one module has an Introductory reading section.
  2. Exactly two modules have an Advanced practice section, and the remaining module has an Introductory practice section.
  3. Atlas and Cascade both have Standard reading sections.

Select for True a statement that must be true, and select for False a statement that must be false, based on the information provided. Make only two selections, one in each column.
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As per the question

The only section that can be determined is B.

How? We know that Atlas and Cascade have a standard Reading section and we are also told that there can be only two standard reading section, the remaining module must have an Introductory Reading Section.

So, Beacon's reading section is Introductory. Then comes the practice sessions. There have to be two Advanced Practice sections and Beacon should get 1 of the two.
Building from here , we are left with last section for Beacon so obviously the Assessment for Beacon has to be standardized. After granting Standardized Reading Sections to both A & C, we can have give Advanced and Introductory section to either one for Practicce and Assesment.
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modules: Atlas, Beacon, Cascade
sections:
+ reading, practice, assessment
+ Introductory, Standard, Advanced.

As "Atlas and Cascade both have Standard reading sections" and "Exactly one module has an Introductory reading section", Beacon must have a Introductory reading section, so "Beacon has an Introductory practice section" is false.
As "...and the remaining module has an Introductory practice section" and we have seen that Beacon has a Introductory reading section, then Beacon must have an Advanced practice section. And its remaining module assessment must be Standard. So "Beacon has a Standard assessment section" is true.

True = Beacon has a Standard assessment section.
False = Beacon has an Introductory practice section.
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Atlas and cascade both can have Practice session as Introductory or Standard

Bunuel
A company is reviewing three employee training modules: Atlas, Beacon, and Cascade. Each module includes three sections: reading, practice, and assessment. In every module, one section is Introductory, one section is Standard, and one section is Advanced.

The following information is known:

  1. Exactly one module has an Introductory reading section.
  2. Exactly two modules have an Advanced practice section, and the remaining module has an Introductory practice section.
  3. Atlas and Cascade both have Standard reading sections.

Select for True a statement that must be true, and select for False a statement that must be false, based on the information provided. Make only two selections, one in each column.
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modules are Atlas, Beacon and Cascade
sections are r, p and a
levels are In, St and Ad

From 3 and 1 we deduce that (Atlas)rSt, (Cascade)rSt and (Beacon)rIn.
From 2 we deduce that Beacon cannot have pIn (because (Beacon)rIn) so it must be (Beacon)pAd.
(Beacon)rIn and (Beacon)pAd means that the other module is (Beacon)aSt.

Cheching the options:

True = "Beacon has a Standard assessment section" and False = "Beacon has an Introductory practice section"
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Atlas and Cascade both have Standard reading sections -> Beacon has Introductory reading section -> It is false that "Beacon has an Introductory practice section".

Exactly two modules have an Advanced practice section, and the remaining module has an Introductory practice section -> Beacon has Advanced practice section (because the reading section is Introductory and the pactice section cannot be Introductory) -> its remaining section assessment must be Standard.

True: Beacon has a Standard assessment section
False: Beacon has an Introductory practice section
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Condition 1 and 3 means that Beacon has Introductory reading section.
Condition 2 leads to the conclusion that Beacon has Advanced practice section.
The other section of Beacon, assessment, must be Standard.

From the options we choose:

True is "Beacon has a Standard assessment section" and False is "Beacon has an Introductory practice section"
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AtlasBeaconCascadecomments
ReadingintroYFrom statement -1 : only one "Y" in this row
ReadingstdYY

From statement-3
Readingadv
PracticeintroFrom statement-2 only 1 Y in this row
PracticestdNNNHence from statement-2 No Y in this row
PracticeadvYFrom statement-2 : Only 2 Y in this row
Assessmentintro
AssessmentstdY
Assessmentadv


In the table above Y indicates present in the section and N indicates not present.
From statement-2 it can be inferred that there are no standard practice sessions in any of the three modules. Hence fill it with N.

Now from statement 3, 2 Ys are filled in standard reading for A and C columns. From statement -1 it is told that one Y will be in reading intro row.
Hence that Y should be gone only to Beacon, since other cannot have 2 Ys in same module as per question.

Now for Beacon, standard section should be taken only from Assessment, since it cannot be taken from practice. Thus there in Y filled in standard assessment row for beacon.

Finally for Beacon the advanced will be taken from practice as it is only the one that is left for it.

Now looking at the options, it is clear that
beacon has introductory practice session is definitely false
Beacon has standard assessment session is definitely true.

Bunuel
A company is reviewing three employee training modules: Atlas, Beacon, and Cascade. Each module includes three sections: reading, practice, and assessment. In every module, one section is Introductory, one section is Standard, and one section is Advanced.

The following information is known:

  1. Exactly one module has an Introductory reading section.
  2. Exactly two modules have an Advanced practice section, and the remaining module has an Introductory practice section.
  3. Atlas and Cascade both have Standard reading sections.

Select for True a statement that must be true, and select for False a statement that must be false, based on the information provided. Make only two selections, one in each column.
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From the question:

Atlas:
Reading: standard
Practise: Intro/Advanced
Assessment: Advanced/ Intro

Cascade:
Reading: Standard
Practise: Advanced/Intro
Assessment: Intro/ Advanced

Beacon:
Reading: Intro
Practise: Advanced
Assessment: Standard
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Over here we can get the complete picture for Beacon (B).

Now it is given one module has Introductory reading and Atlas(A) and Cascade(C) have Standard Reading.
Hence, B will have Introductory Reading.

Exactly two modules have Advanced Practice and the remaining one has Introductory Practice. Now, Introductory reading is already there in B so B will have Advanced Practice as one of its modules and this implies it will Standard Assessment.

So must be false:
Beacon has an introductory practice section.

Must be True:
Beacon has a Standard Assessment Section.
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To answer the question I set up a grid

ReadingPracticeAssessment
Atlas
Beacon
Cascade

Then I went through each statement to see what sections in each module were Introductory, Standard, or Advanced.

For statement 1 I couldn't yet use this information because I don't know which module has an Introductory reading section.

Statement 2 tells me that the practice section consist two advanced and one Introductory section and we will use this info later.

Statement 3 is where I first started filling out the grid. Atlas and Cascade both have Standard reading sections. I can combine this with statement 1 to determine that Beacon has an introductory reading section since it is the only module left for that statement.

We can also determine that Beacon as an advanced practice section since Practice only has Introductory and Advanced sections, but each module can only have one Introductory, Advanced, or Standard section across reading, practice, and assessment. With that same logic Beacon's Assessment must be Standard because it already has Introductory and Advanced sections. Leaving us this grid:

ReadingPracticeAssessment
AStandard
BIntroAdvancedStandard
CStandard


So the true statement is that Beacon has a Standard Assessment section section and the statement that must be False is that Beacon has a Introductory practice section since we know that must be false.
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Three modules: Atlas/Beacon/Cascade
Three sections in each module: Reading/Practice/Assessment
Three levels in each module: Introductory/Standard/Advanced

From known information, let us combine 1 & 3 as both are for the Reading section.
Atlas & Cascade both have Standard Reading, thus Beacon has Introductory Reading.

Coming to point 2, two modules have Advanced Practice and one has Introductory Practice.
Since every module can have each level only once, Beacon cannot have Introductory Practice. Therefore, Beacon has Advanced Practice.
We don't know about the other two Practice modules.

Since Beacon already has Introductory and Advanced taken in other sections, it will have Standard Assessment.

Therefore:

Module - Atlas Beacon Cascade
Reading - Standard Introductory Standard
Practice - Advanced
Assessment - Standard

Hence,
True: Beacon has a Standard assessment.
False: Beacon has an Introductory practice section.
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Let (X, Y, Z) denote (Reading, Practice, Assessment) sections and A = Atlas, B = Beacon, C = Cascade
Based on the known information:
Since both A, C are standard reading and there is 1 intro reading, B = intro reading. Now, since each section must contain all 3 - intro, standard and advanced, Practice & Assessment for B cannot be intro. Based on the second condition, it must be advanced practice then, which also implies asessement is standard

A : (Standard, TBD, TBD)
B : (Introductory, Advanced, Standard)
C : (Standard, TBD, TBD)

Thus, True = Beacon has standard assessment session. False = Beacon has introductory practice session.
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ReadingPracticeAssessment
Atlas (1, 1, 1)StdAdv/IntroIntro/Adv
Beacon(1, 1, 1)IntroAdvStd
cascade(1, 1, 1)StdIntro/AdvAdv/Intro
Info given1 Intro
2 Std
2 Adv
1 Intro
It is given that Beacon has intro reading and the two left options for Beacon are std and adv.
It is also stated that the practice section has 2 adv and 1 intro.
- So the only possible option for the practice section for Beacon is Adv.


Statement True – Beacon has Std Assessment.
Statement False - Beacon has an intro practice.
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Lets start with information in Statement 1 and 3

Atlas Reading: Standard
Cascade Reading: Standard
Beacon Reading = Introductory (As statement 1 says exactly 1 module has an introductory reading section. And it cannot be Atlas or Cascade as per statement 3)

Now lets analyse Statement 2
The remaining one module has an Introductory practice session. Now we know that it cannot be the Beacon Module as it already has an Introductory reading section. Therefore Beacon will have an Advanced Practice Section.

From this we can also say that Beacon has a Standard Assessment Section

Summarising the data
Atlas Module
1. Reading: Standard
2. Practice: Not Sure
3. Assessment: Not Sure

Beacon Module
1. Reading: Introductory
2. Practice: Advanced
3. Assessment: Standard

Cascade Module
1. Reading: Standard
2. Practice: Not Sure
3. Assessment: Nor Sure

Using the above statements we can get true and false statements easily

Bunuel
A company is reviewing three employee training modules: Atlas, Beacon, and Cascade. Each module includes three sections: reading, practice, and assessment. In every module, one section is Introductory, one section is Standard, and one section is Advanced.

The following information is known:

  1. Exactly one module has an Introductory reading section.
  2. Exactly two modules have an Advanced practice section, and the remaining module has an Introductory practice section.
  3. Atlas and Cascade both have Standard reading sections.

Select for True a statement that must be true, and select for False a statement that must be false, based on the information provided. Make only two selections, one in each column.
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