How many address lines and data lines are required to provide a memory capacity of $16K \times 16$?

Memory capacity is

$16K \times 16$

Here, $16K$ means number of memory locations.

$16K=16 \times 1024$

$=2^4 \times 2^{10}$

$=2^{14}$

So, number of address lines required is

$14$

Each memory location stores $16$ bits.

So, number of data lines required is

$16$

Therefore, address lines and data lines are

$14,\ 16$