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IF-THEN STATEMENT

Answer:

A. conditional

The if-then statement is called conditional statement where if signify the hypothesis and then signify the conclusion. Conditional statements permit us to change the manner in which our program acts in light of the information it gets, the substance of factors, or any of various different elements. The most widely recognized and valuable conditional for us to use in slam is the if articulation. The conditional statements P→Q implies that Q is valid at whatever point P is valid. It says nothing regarding reality worth of Q when P is false. Involving this as an aide, we characterize the conditional statements P→Q to be false just when P is valid and Q is false, that is, just when the theory is valid and the end is false. In any remaining cases, P→Q is valid.

The significant thing to recollect is that the conditional statements P→Q has its own reality esteem. It is either obvious or bogus (and not both). Its reality esteem relies upon reality esteems for P and Q , yet some think that it is a piece confusing that the conditional statements is viewed as evident when the speculation P is bogus.

What is the conditional statement of the statement: "Glass objects are

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Answer:

D.CONCLUSION

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