Mathematics

Mathematics, 11.10.2019 18:50, aashna66

If a is the set of all integers choose the set b that will make the following statement false

If a is the set of all integers choose the set b that will make the following statement false<

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Mathematics, 02.07.2019 09:30, vavery61

If b = {0, 1, 2, 3, 4}, choose the set a that will make the following statement false. b ⊆ a a ~ a is the set of rational numbers b ~ a is the set of integers c ~ a is the set of natural numbers d ~ a is the set of whole numbers

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Mathematics, 03.07.2019 20:20, darkstorm2277

Which of the following is a false statement? a. ifa, b, and c are any integers, and a> b, then ac > bc. b. if a is any integer, then- (-a)-a c. the additive inverse of a b is b - a d. ifa, b, and c are any integers, then a +(b c) (a +b) + c. which of the following is a true statement? a. for any integer a, ai-a b. the set of integers is closed with respect to subtraction. c. subtraction of integers is commutative. d for any integer a, a-a which of the following is a true statement? a. the sum of any two negative integers is negative. b. the difference of any two negative integers is negative. c. the product of any two negative integers is negative. d. the quotient of any two negative integers is negative. 2. 4. what property of integers guarantees that-3n13n- (3+ 13)n a. commutative property of addition b. associative property of multiplication c. distributive property of multiplication over addition d. property of additive inverses which of the following is a counter example that would show that subtraction of integers is not 5. associative? a. ) and (4)-4 b. 4- (4-4) and (4-4)-4 c. 4 x (3-5) and 4 x 3-4 x5 d. 4-(4-0) and (4-4)-0

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Mathematics, 10.07.2019 04:40, debramknoxx

Determine whether the statement below makes sense or does not make sense. a contrapositive statement can sometimes be false if its converse is false. choose the correct choice below. this statement does make sense. the contrapositive statement is true for three combinations which includes when the converse statement is false or true. this statement does not make sense. the contrapositive statement is always false. this statement does not make sense. the contrapositive statement and the converse statement are not equivalent statements. the contrapositive statement is only false when the converse statement is true. this statement does make sense. the contrapositive statement and converse statement are both the same type of compound statement.

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Mathematics, 02.10.2019 22:30, tahmidtaj150

suppose you were made two offers by two people, a and b: a’s offer: you make a statement (of your choice). if the statement is true, i will pay you exactly $10. if the statement is false, i will not pay you exactly $10, but will pay you either more or less (something from $0 to very large, but not exactly $10). b’s offer: you make a statement (of your choice). regardless of whether the statement is true or false, i will pay you more than $10. which of the two offers should you choose (and why)? assume that both a and b are savvy, but fair business people, so they will keep to the contract, but pay you as little as possible.

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