Question: Consider a recursive function findBinary() that prints every possible bit strings of every n-digit binary number that contains more zeros than ones. This function has

Consider a recursive function findBinary() that prints every possible bit strings of every n-digit binary number that contains more zeros than ones. This function has four parameters, one string, and three 32-bit integers as follow: findBinary(bitStr, n, ones, zeros).

For example:

findBinary("", 3, 0, 0)

"100"

"010"

"001"

"000"

What is the recursive relation of the function findBinary?

Question options:

	T(n) = K + T(n-2)
	T(n) = K + T(n*2)
	None of the other answers are correct
	T(n) = K + T(n-1) + T(n-1)
	T(n) = K + T(n/2)

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