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WorksheetsLogical Thinking Quiz
Total questions: 10
Worksheet time: 5mins
In a Venn diagram with three overlapping circles (Cycling, Swimming, Running), which areas should be shaded to represent "Running OR Swimming but NOT Cycling"?
Only the Running circle and Swimming circle, including overlaps with Cycling
The Running circle and Swimming circle, excluding any overlap with Cycling
Only the overlap between Running and Swimming
The entire diagram except the Cycling circle
Based on these clues: Grace did not win bronze, Lucas did not win silver, Manisha did not win gold, and Grace did better than Lucas. Who won the gold medal?
Lucas
Manisha
Grace
Cannot be determined
Using the same clues from Question 2, who won the bronze medal?
Lucas
Manisha
Grace
Cannot be determined
A giraffe must have ALL of the following features: long neck AND long legs AND patches on its coat. An animal has a long neck and patches but short legs. Is it a giraffe?
Yes, because it has 2 out of 3 features
No, because ALL three features must be present
Yes, because the long neck is the most important feature
Maybe, we need more information
According to the giraffe definition, a giraffe may live in the wild OR a zoo. An animal has all three physical features (long neck, long legs, patches) but lives in someone's house. Is it a giraffe?
Yes, because it has all three physical features
No, because it must live in the wild or a zoo
Yes, location doesn't matter
No, because houses are not mentioned
What type of logical operator is used when we say a giraffe must have "a long neck AND long legs AND patches"?
OR operator - at least one must be true
NOT operator - none can be true
AND operator - all must be true
XOR operator - only one can be true
What type of logical operator is used when we say a giraffe may live "in the wild OR a zoo"?
AND operator - both must be true
OR operator - at least one must be true
NOT operator - neither can be true
NAND operator - not both can be true
An animal has long legs and patches on its coat but no long neck. It lives in a zoo. How many conditions does it fail to meet to be classified as a giraffe?
0 conditions
1 condition
2 conditions
3 conditions
In logical deduction, if you need ALL of three conditions to be true (A AND B AND C), and only two are true, what can you conclude?
The statement is true because most conditions are met
The statement is false because not all conditions are met
The statement is partially true
More information is needed
A student creates a Venn diagram survey for favorite sports. If they want to show students who like "Swimming OR Running", which areas should be included?
Only the Swimming circle
Only the Running circle
All areas of both Swimming and Running circles, including where they overlap
Only where Swimming and Running overlap
