P Whenever Q

P Whenever Q. You will qualify GATE only if you work hard. We will leave whenever he comes.

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P that receives a variable z over x whenever z is accepted (z ∈ A); the variable z will replace all occurrences of y in P. Rule [L-IN-T] describes a trusted input, that is a process of the form x[y : A]. Try these with some everyday statements.

Then p, priori modular of level N, is modular of level N whenever one or both of the following conditions hold.

Whenever he wears his tweed suit and a purple shirt, he chooses to not wear a tie.

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The given sentence is- "We will leave whenever he comes." In the given statement " whenever it rains it is cold", p is sufficient condition for $$q$ $. (XI) q whenever p. (XII) q follows from p. And we know , " if p , then q" is same as p is sufficient condition for q. p implies q. _ whenever _. q whenever p. _ is necessary for _.

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