f of size 32, where f[i] will store the count of i-bit binary numbers without consecutive ones.f[0] to 1 and f[1] to 2, as base cases for the Fibonacci sequence.f array using the recurrence relation f[i] = f[i-1] + f[i-2] for i from 2 to 31.sum to 0, which will store the final count of numbers without consecutive ones.prev_bit to 0, which will track the previous bit in n.n from MSB to LSB using a loop.f[i] to sum, where i is the index of the current bit from the LSB.
b. If prev_bit is also 1, break the loop as we've encountered consecutive ones.prev_bit to the current bit.sum to include n itself.sum as the final count.