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Integers

The set of al...

Question

The set of all integers is a subset of the set of all rational numbers.

A

True

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B

False

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Solution

The correct option is A True

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Similar questions

P

is the set of all Irrational Numbers,

Q

is the set of all Rational Numbers,

Z

is the set of all Integers, then

Z \subset Q; Z \subset̸ P .

N

is the set of all Natural Numbers,

W

is the set of all Whole Numbers,

Z

is the set of all Integers,

Q

is the set of all Rational Numbers,

P

is the set of all Irrational Numbers,

R

is the set of all Real Numbers, then choose the correct option(s).

P

is the set of all Irrational Numbers,

Q

is the set of all Rational Numbers,

Z

is the set of all Integers,
then which of the following is correct?

Q. Write which of the following statements are true? Justify your answer.
(i) The set of all integers is contained in the set of all set of all rational numbers.
(ii) The set of all crows is contained in the set of all birds.
(iii) The set of all rectangle is contained in the set of all squares.
(iv) The set of all real numbers is contained in the set of all complex numbers.
(v) The sets P = {a} and B = {{a}} are equal.
(vi) The sets A = {x : x is a letter of the word "LITTLE"} and,
B = {x : x is a letter of the word "TITLE"} are equal.

Q

is the set of all Rational Numbers,

P

is the set of all Irrational Numbers,

R

is the set of all Real Numbers, then

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