9:20\ I\ \ 80\ Back Homework1.pdf\ Homework 1-Due date: Feb 10, 11:59pm\ Instruction:\ Please ensure that all solutions to homework are typed and submitted in PDF format.\ Submissions should be made through Canvas before due date and not via email.\ Please make sure to avoid repeating the problem statement in your answer sheet, as this could be flagged by plagiarism software.\ Only solutions submitted in this format and through the designated submission method will be accepted.\ Please note that any submissions with a plagiarism score over

90%

will receive a grade of zero without negotiation or exception.\ **Please be aware that, I will not accept submissions via email, and will not open them. Please ensure that you submit your homework on time and through Canvas.\ ** Please be aware that using CAHTGPT will result in a grade of ZERO without negotiation or exception.\ In the following pseudocode, let

A

be an array of

n

positive integers,

x

be a positive integer number, start be an index,

p

be a list of integers, and result be a list of lists.\ a) Explain what the Mystery function does.\ b) Find an upper bound for its time complexity (

T

). Hint: You need to write

T(n,x)

as a recurrence relation and solve it by expanding it.\ function func

(A,x)

:\ A. sort ()\ result

=[]

\ Mystery (A,

x,0,[]

, result)\ return result\ function Mystery(A,

x

, start,

p

, result):\ if

x=0

:\ result. append (

p

)\ return\ if

x

:\ return\ for

i

from start to

n-1

:\ , result)\ Dashboard\ Calendar\ To Do\ Notifications\ Inbox

Instruction: - Please ensure that all solutions to homework are typed and submitted in PDF format. - Submissions should be made through Canvas before due date and not via email. - Please make sure to avoid repeating the problem statement in your answer sheet, as this could be flagged by plagiarism software. - Only solutions submitted in this format and through the designated submission method will be accepted. - Please note that any submissions with a plagiarism score over 90% will receive a grade of zero without negotiation or exception. **Please be aware that, I will not accept submissions via email, and will not open them. Please ensure that you submit your homework on time and through Canvas. ** Please be aware that using CAHTGPT will result in a grade of ZERO without negotiation or exception. In the following pseudocode, let A be an array of n positive integers, x be a positive integer number, start be an index, p be a list of integers, and result be a list of lists. a) Explain what the Mystery function does. b) Find an upper bound for its time complexity ( T ). Hint: You need to write T(n,x) as a recurrence relation and solve it by expanding it. function func (A,x) : A.sort ( ) result =[] Mystery (A, x, 0,[], result) return result function Mystery(A, x, start, p, result): if x==0 : result. append ( p) return if x