Reasoning Aptitude > Logical Reasoning
LOGICAL DEDUCTION : LOGICAL REASONING MCQs
Logical Problems
Since one-half of the four children are girls,
two must be boys. It is not clear which children have blue or brown eyes.
All baseball caps have brims, since baseball caps are hats (Fact 3) and all hats have brims (Fact 1). This rules out statement III”but it doesn't follow that all caps, a category that may include caps that are not baseball caps, have brims (statement I). Statement II cannot be confirmed, either, since it is possible, given the information, that all baseball caps are black.
beans.Fact 2: There are stuffed bears and stuffed
tigers.Fact 3: Some chairs are stuffed with beans.If the first three statements are facts, which of
the following statements must also be a fact?I. Only children's chairs are stuffed with
beans.II. All stuffed tigers are stuffed with beans.III. Stuffed monkeys are not stuffed with
beans.
None of the three statements is supported by
the known facts.
the following statements must also be a fact?I. Pictures can tell a story better than
words can.II. The stories in storybooks are very simple.III. Some storybooks have both words and
pictures.
Statements I and II are not supported by the
facts. Statement III is true because if all storybooks have pictures and only some have words, then some storybooks have both words and pictures.
The first statement cannot be true because only female birds lay eggs. Statement II is true because hens are chickens and chickens are birds. Statement III is also true because if only some chickens are hens, then some must not be hens.
the following statements must also be a fact?I. Robert has a red minivan.II. Robert has three cars.III. Robert's favorite color is red.
There is not enough information to support any of the statements. Robert is known to have a minvan, but it is not known which of his vehicles is red. Robert may have a pickup or sport utility vehicle, so the second statement cannot be supported. There is no way to know if Robert's favorite color is red (statement III).
the following statements must also be a fact?I. Some drink mixes are red.II. All beverages are drink mixes.III. All red drink mixes are drinkable.
If all drink mixes are beverages and some beverages are red, then some drink mixes are red (statement I). Since all beverages are drinkable and all drink mixes are beverages, then all red drink mixes must be drinkable (statement III). Statement II can be ruled out.
the following statements must also be a fact?I. Maui is surrounded by water.II. All islands are formed by volcanoes.III. All volcanoes are on islands.
Since Maui is an island and islands are surrounded by water,Maui must be surrounded by water. There is not enough information to support statements II and III.
and $350.Fact 2: Some eyeglass frames are made of
titanium.Fact 3: Some eyeglass frames are made of
plastic.If the first three statements are facts, which of
the following statements must also be a fact?I. Titanium eyeglass frames cost more than
plastic frames.II. Expensive eyeglass frames last longer
than cheap frames.III. Only a few eyeglass frames cost less
than $35.
There is no information in the facts to support statements I or II. Statement III is clearly wrong because, according to Fact 1, no frames cost less than $35.
the following statements must also be a fact?I. Some writing utensils don't write.II. Some writing utensils are blue.III. Some blue writing utensils don't write.
Since some pens don't write, some writing
utensils don't write (statement I). Since there are blue pens and since pens are writing utensils, some writing utensils are blue (statement II). There is not enough information to support statement III.