Question: Q2 Write out the first five terms of the sequence, determine whether the sequence converges, and if so find its limit. n2 00 a) 2n+1

 Q2 Write out the first five terms of the sequence, determine
whether the sequence converges, and if so find its limit. n2 00

Q2 Write out the first five terms of the sequence, determine whether the sequence converges, and if so find its limit. n2 00 a) 2n+1 n=1 00 (in 00 n n=1 n2 (2n+1)(n-1) c) n=1 (LOGIC DESIGN PROJECT) IMPORTANT NOTES YOUR SUBMISSION SHOULD INCLUDE THE FOLLOWING ITEMS: 1- A TRUTH TABLE THAT DESCRIBES THE RELATION SHIP BETWEEN INPUTS AND OUTPUTS 2. FUNCTION SIMPLIFICATION FOR EACH FUNCTION USING K-MAP 3. CIRCUIT DIAGRAM FOR EACH FUNCTION IN POINT 2 ANY SUBMISSION THAT DOES NOT INCLUDE THE THREE SPEPS MENTIONED ABOVE, AS WE HAVE LEARNT WILL NOT BE CONSIDERED AND WILL BE GRADEDA ZERO ANY SUBMISSIONS THAT ARE MADE OR DEVELOPED BY READY APPLICATIONS SUCH AS LOGISIM WILL NOT BE CONSIDERED AS WELL AND WILL BE GRADED A ZERO

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