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###### Problem (1), 10 points Determine if the following statements are True or False: You do not need to provide justification for YO1 answers on this problem:(a, 2 points) All subsets of uncountable sets are uncountable(b. 2 points) Bijective graphs cannot contain a 3-cycle2 points) Proving the inductive hypothesis is Tre is component of proof by induction(d, 2 points) If the range and co-domain of a function are not the same set, the function is not surjective2 points) If there are 14 people in cla

Problem (1), 10 points Determine if the following statements are True or False: You do not need to provide justification for YO1 answers on this problem: (a, 2 points) All subsets of uncountable sets are uncountable (b. 2 points) Bijective graphs cannot contain a 3-cycle 2 points) Proving the inductive hypothesis is Tre is component of proof by induction (d, 2 points) If the range and co-domain of a function are not the same set, the function is not surjective 2 points) If there are 14 people in class at least 3 people are guaranteed to have birthday in the exact same month

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