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Mathematics 30 Online
urlocalgay:

Given the biconditional statement: I will sleep in today if and only if it is a holiday. Part A: Determine the hypothesis p and conclusion q. (2 points) Part B: Write the given biconditional as two conditional statements. (2 points)

urlocalgay:

@toga For part A I believe it would be Hypothesis p: I will sleep in today. Conclusion q: It is a holiday.

urlocalgay:

To match part B I think it'd be “If it is a holiday, then I will sleep today.” "If I will sleep today, then it is a holiday."

toga:

Part A: You are correct! Hypothesis p is "I will sleep in today" and conclusion q is "it is a holiday". Part B: The given biconditional statement can be written as two conditional statements: "If I will sleep in today, then it is a holiday" and "If it is a holiday, then I will sleep in today.

urlocalgay:

Would my part B's work as well? Or does it need to be written like yours?

urlocalgay:

i forgot to add in* but with that in would they be alright?

toga:

@urlocalgay wrote:
Would my part B's work as well? Or does it need to be written like yours?
yours could work

urlocalgay:

Thank you toga ^^

toga:

@urlocalgay wrote:
Thank you toga ^^
np

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