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Mathematics 41 Online
urlocalgay:

Use the statement to identify the inverse. Statement: Dogs love bacon. If it loves bacon, then it is a dog. If it is a dog, then it loves bacon. If it does not love bacon, then it is not a dog. If it is not a dog, then it does not love bacon.

urlocalgay:

@toga I believe this one is C

RhianaB112:

The inverse of a statement is formed by negating both the hypothesis and the conclusion of the original statement. The original statement is: "Dogs love bacon." The inverse of the statement is: "If it does not love bacon, then it is not a dog." In other words, the inverse statement says that if something does not love bacon, then it cannot be a dog.

toga:

fThe inverse of the statement "Dogs love bacon" is: "If it does not love bacon, then it is not a dog." This is option (c).

urlocalgay:

So I was right!

RhianaB112:

@urlocalgay wrote:
So I was right!
yes you are

toga:

@rhianab112 wrote:
The inverse of a statement is formed by negating both the hypothesis and the conclusion of the original statement. The original statement is: "Dogs love bacon." The inverse of the statement is: "If it does not love bacon, then it is not a dog." In other words, the inverse statement says that if something does not love bacon, then it cannot be a dog.
Hey, I am answering his questions.

RhianaB112:

@toga wrote:
@rhianab112 wrote:
The inverse of a statement is formed by negating both the hypothesis and the conclusion of the original statement. The original statement is: "Dogs love bacon." The inverse of the statement is: "If it does not love bacon, then it is not a dog." In other words, the inverse statement says that if something does not love bacon, then it cannot be a dog.
Hey, I am answering his questions.
oh ok

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