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Let p: X= 4 and q: y = -2. Which represents "If x= 4, then y=-2"?

User Castro
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Final answer:

The statement "If x= 4, then y=-2" is a conditional statement in logic and can be written as p → q, with p being "x=4" and q being "y=-2".

Step-by-step explanation:

The statement "If x= 4, then y=-2" represents a conditional statement in logical terms, where p is "x = 4" and q is "y = -2". In logical notation, this conditional statement can be expressed as p → q, which reads as "if p, then q". In the context of the given proposition p: X= 4 and q: y = -2, the conditional statement is an assertion that whenever x is equal to 4, it will lead to y being equal to -2. In mathematical concepts, understanding such relationships is crucial for problem-solving and proving theorems.

User Anil Samal
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