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Assume that the exponent e is constrained to lie in the range of 0

Assume that the exponent e is constrained to lie in the range of 0<=e<=X with a bias of q, that the base is b and that the significand is p digits in length:

(a) What are the largest and smallest positive values that can be stored?

(b) What are the largest and smallest positive values that can be stored as normalized floating point numbers?

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