Math:
1 answer:
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- A recursive function generates a series of phrases by repeating or using its own prior term as input.
- Problems that can be split down into smaller, repeating problems are ideal for recursion to solve. It is particularly useful when working on issues with numerous potential solutions that are too complex to handle iteratively. Searching a file system is an effective illustration of this.
- A recursive formula is one that defines each term in a sequence by reference to the one before it.
To find f(1):
f(n 1) = one-half(n).
f(3) = 9.
A sequence is defined by the recursive function is
To learn more about recursive functions, refer to:
#SPJ4
The correct answer is A). None
Step-by-step explanation:
The given quadratic polynomial has 3 roots and some of roots are x= and x=6+i
It is necessary to note that one of the roots is a complex number and root of complex number always in pair of the conjugate to each other.
Since x=6+i
Conjugate of (6+i) is (6-i)
<em>Therefore, (6-i) is 3rd required root of a polynomial </em>
<em>The correct answer is A). None</em>