we have three module: atlas, beacon, cascade
three sections: reading, practice, assessment.
each module has exactly one section with introductory, one with standard and one with advanced.
means assume in atlas module introductory reading, standard practice and advanced assessment. we cant have two introductory or anything like that.
we are given three information that must be followed and based on that we need to create combinations.
3rd info is the one we should start with.
module A and C has standard reading and then also told that only one module has introductory reading then that module must be B.
now second point says that two modules have advanced practice and other one introductory practice.
so here two cases can be done.
since B already has one introductory, it cant have one more introductory. that means one of the advanced practice must be in module B. that means one advanced practice can go into either A or C.
so now we have two scenario.
A- advanced practice, B- advanced practice, C- introductory practice.
A-introductory practice, B- ap, C- ap
so based on this i am making following two tables to make it more simpler to understand.
from this we can say
must be true: Beacon has a standard assessment section.
must be false: beacon has introductory practice section.
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:
- Exactly one module has an Introductory reading section.
- Exactly two modules have an Advanced practice section, and the remaining module has an Introductory practice section.
- 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.