R ! 2:12 Paytm hackerearth.com/challe 2 Prefix sum is the cumulative sum of a sequence of numbers ao, a1, an-1 It is itself a sequence of numbers bo, b1,bn-1 such that 5 PreSumo PreSumi PreSum2 PreSumo a1 = a0+a1 = PreSum = a0 +a1ta2 PreSum,n-1 an PreSumn - Prefix sum operations can be generalized to any binary operator Prefix sum operation takes a sequence of n elements [ao, a1, an] and returns a sequence [ао, (ао @ а1), (ао @ ај ө аz ... Ө ап) ] containing the prefix sums. For example: A[] = 1,3, 4,5, 2, 7, 8,11 The prefix sums corresponding to A will be ? PreSum 1,4, 8,13, 15, 22, 30, 41 LIVE EVENTS R ! 2:12 Paytm hackerearth.com/challe 2 Input: Take a list as input. Output: 5 Print the following things: The minimum number and its position in the given list. The maximum number and its position in the given list. Number of Distinct elements in input list. Prefix Sum of the given list. SAMPLE INPUT 1,3,4,5,2,7,8,11 SAMPLE OUTPUT 1 1 11 8 ? 14 8 13 15 22 30 41 LIVE EVENTS

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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Please solve asap using python 3

R
!
2:12
Paytm
hackerearth.com/challe
2
Prefix sum is the cumulative sum of a
sequence of numbers ao, a1,
an-1
It is itself a sequence of numbers
bo, b1,bn-1 such that
5
PreSumo
PreSumi
PreSum2
PreSumo a1
= a0+a1 =
PreSum
= a0 +a1ta2
PreSum,n-1 an
PreSumn
-
Prefix sum operations can be generalized to
any binary operator
Prefix sum operation takes a sequence of n
elements [ao, a1,
an] and returns a sequence
[ао, (ао @ а1),
(ао @ ај ө аz ... Ө ап) ]
containing the prefix sums.
For example:
A[] = 1,3, 4,5, 2, 7, 8,11
The prefix sums corresponding to A will be
?
PreSum
1,4, 8,13, 15, 22, 30, 41
LIVE EVENTS
Transcribed Image Text:R ! 2:12 Paytm hackerearth.com/challe 2 Prefix sum is the cumulative sum of a sequence of numbers ao, a1, an-1 It is itself a sequence of numbers bo, b1,bn-1 such that 5 PreSumo PreSumi PreSum2 PreSumo a1 = a0+a1 = PreSum = a0 +a1ta2 PreSum,n-1 an PreSumn - Prefix sum operations can be generalized to any binary operator Prefix sum operation takes a sequence of n elements [ao, a1, an] and returns a sequence [ао, (ао @ а1), (ао @ ај ө аz ... Ө ап) ] containing the prefix sums. For example: A[] = 1,3, 4,5, 2, 7, 8,11 The prefix sums corresponding to A will be ? PreSum 1,4, 8,13, 15, 22, 30, 41 LIVE EVENTS
R
!
2:12
Paytm
hackerearth.com/challe
2
Input:
Take a list as input.
Output:
5
Print the following things:
The minimum number and its position in the
given list.
The maximum number and its position in the
given list.
Number of Distinct elements in input list.
Prefix Sum of the given list.
SAMPLE INPUT
1,3,4,5,2,7,8,11
SAMPLE OUTPUT
1 1
11 8
?
14 8 13 15 22 30 41
LIVE EVENTS
Transcribed Image Text:R ! 2:12 Paytm hackerearth.com/challe 2 Input: Take a list as input. Output: 5 Print the following things: The minimum number and its position in the given list. The maximum number and its position in the given list. Number of Distinct elements in input list. Prefix Sum of the given list. SAMPLE INPUT 1,3,4,5,2,7,8,11 SAMPLE OUTPUT 1 1 11 8 ? 14 8 13 15 22 30 41 LIVE EVENTS
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