True or false (check)
A. All integers are natural numbers FALSE
B. All rational numbers are integers TRUE
C. All natural numbers are whole numbers TRUE
D. All rational numbers are roots FALSE
can you help me with this
Which statement is false?
A. All rational numbers are real numbers. B. All integers are whole numbers.
C.All whole numbers are integers. D. No integers are irrational numbers.
Oh man thank you so much 😄
agree
and by the way:
726 = 2*363 ok but
2*363 = 2 * 3 * 121
BUT
121 = 11*11 :)
so we have
1*3*11*11
=11^2 * 6
so sqrt(11^2 * 6) = 11 sqrt 6
Thank u :*
Which statement is false?
All whole numbers are real numbers.
All real numbers are irrational numbers.
All natural numbers are whole numbers.
All whole numbers are integers.
Which statement is false
Hypotheses:
All natural numbers are integers. Some natural numbers are even.
Conclusion:
Some integers are even.
(We let P(x) be “x is a natural number”,Q(x) be “x is an integer”,R(x) be “x is even”.)