Page 55 - NUMINO Challenge_D2
P. 55
Type 3-1 A Logical Venn Diagram
Read the conditions given below. Then, mark if the statement is
always true and mark if the statement is false.
People who like apples also like pears.
People who like tomatoes do not like apples.
Among people who like tomatoes, there are people who like pears
and people who do not like pears.
Among people who like tomatoes, there are people who like pears.
There are more people who like both apples and pears than people
who like tomatoes.
There are fewer people who like both apples and tomatoes than
people who like pears and tomatoes.
1 A Venn diagram is drawn below to represent the conditions given above.
Complete the diagram.
Pear Tomato
Apple
2 Color the part of the Venn diagram in 1 where people like both tomatoes
and pears. Then find out if statement (1) is always true.
3 Look at the Venn diagram and find out if statements (2) and (3) are always
true or not.
52 NUMINO Challenge D2
Read the conditions given below. Then, mark if the statement is
always true and mark if the statement is false.
People who like apples also like pears.
People who like tomatoes do not like apples.
Among people who like tomatoes, there are people who like pears
and people who do not like pears.
Among people who like tomatoes, there are people who like pears.
There are more people who like both apples and pears than people
who like tomatoes.
There are fewer people who like both apples and tomatoes than
people who like pears and tomatoes.
1 A Venn diagram is drawn below to represent the conditions given above.
Complete the diagram.
Pear Tomato
Apple
2 Color the part of the Venn diagram in 1 where people like both tomatoes
and pears. Then find out if statement (1) is always true.
3 Look at the Venn diagram and find out if statements (2) and (3) are always
true or not.
52 NUMINO Challenge D2
