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If each address space represents one byte of storage space, how many address lines are needed to access RAM chips arranged in a $4\times 6$ array, where each chip is $8K\times 4$ bits?

  1. $13$
  2. $14$
  3. $16$
  4. $17$
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Option D

Size of each Ram chip $= 8K*4 bits = 2^{3}*2^{10}*2^{2} = 2^{15} bits = 2^{12} bytes$, it can be represent  by $12 bit$

number of chips required $= 6*4 = 24 $

$5$ bits can represent $24$ chips

So, total number of bits required$ = 12 + 5 = 17 bits$
Answer:

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