Numbers p and q are whole numbers.
Which statements are always true?
Choose all answers that are correct.
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OpenStudy (rainbow_dashie):
A.
p + q is a whole number
B.
p – q is a whole number
C.
p • q is a whole number
D.
is a whole number
OpenStudy (rainbow_dashie):
d.p/q
OpenStudy (anonymous):
u dunno this one
OpenStudy (anonymous):
srry sis
OpenStudy (rainbow_dashie):
Its ok:(
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OpenStudy (anonymous):
only a and c
OpenStudy (rainbow_dashie):
OMG thx
OpenStudy (rainbow_dashie):
Is the set of multiples of 6 closed under subtraction? Explain why or provide a counterexample if not.
OpenStudy (rainbow_dashie):
A.
Yes, because the difference of any two multiples of 6 is equal to 6.
B.
Yes, because the difference of any two multiples of 6 is also a multiple of 6.
C.
No, and a counterexample is 6 – 6 = 0.
D.
No, and a counterexample is 6 – 18 = –12.
OpenStudy (rainbow_dashie):
c. 6-6=0
d.6-18=-12
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OpenStudy (anonymous):
example
5+7 is a whole number
5-7 is not a whole number
5*7 is a whole number
5/7 is not a whole number.
OpenStudy (rainbow_dashie):
so.... a d
OpenStudy (anonymous):
eyupies
OpenStudy (rainbow_dashie):
ya sure sis
OpenStudy (rainbow_dashie):
d
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OpenStudy (rainbow_dashie):
brb
OpenStudy (anonymous):
A what about 18-6=? it is not equal to 6
B is true if the given set is of integers but not true if it is a set of natural numbers.