with reference to the images attached, draw a flow chart (with sub algorithm flowchart) for: Given a 1D array of 100 numbers, count the number of prime elements. the question is under javascript computational thinking thank you.

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
Problem 1PE
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with reference to the images attached, draw a flow chart (with sub algorithm flowchart) for:

Given a 1D array of 100 numbers, count the number of prime elements.

the question is under javascript computational thinking

thank you.

Advanced Example 5
start
sum 0
i← 1
i ← i + 1
i≤ 100
T
sum sum+ a[i]
"sum = ", sum
end
Devise a program to
output sum of values
stored in an array of
100 elements
precondition: a, e R, 1 ≤ i ≤ 100
postcondition: a₁is outputted
100
Transcribed Image Text:Advanced Example 5 start sum 0 i← 1 i ← i + 1 i≤ 100 T sum sum+ a[i] "sum = ", sum end Devise a program to output sum of values stored in an array of 100 elements precondition: a, e R, 1 ≤ i ≤ 100 postcondition: a₁is outputted 100
Advanced Example 10
Devise a program to receive
a positive number, and print
all prime numbers less than
or equal to that number
We are going to reuse our solution to
Advanced Example 4 (to check if a
number is prime or not). we need to
modify it a bit to return a True or False
answer though.
York University EECS 1012F2023
...continued
This is called sub-algorithm
A sub-algorithm is called from
other algorithms
We called the prime sub-
algorithm from inside our AE10
When tracing an algorithm, we
normally treat sub-algorithms
as a black box (and we assume
they are correct)
precondition: num = N
postcondition: output all prime
numbers ≤ num
Exercise: trace advanced
example 10, for when input is 8
York University EECS 1012 F2023
14-2
start
num
1<--1+1
prime(/) = true
T
end
is num
Comp. Thinking (pt 3: Verification) 23
precondition: num>1 € N
postcondition: returns true if
num is prime, otherwise
returns false.
prime(num)
start
flag-true
d←2
flag true and
dsnum/2
num mod d=0
flag-false
d+d+1
F
ret flag
Comp. Thinking (pt 3: Verification) 24
F
Transcribed Image Text:Advanced Example 10 Devise a program to receive a positive number, and print all prime numbers less than or equal to that number We are going to reuse our solution to Advanced Example 4 (to check if a number is prime or not). we need to modify it a bit to return a True or False answer though. York University EECS 1012F2023 ...continued This is called sub-algorithm A sub-algorithm is called from other algorithms We called the prime sub- algorithm from inside our AE10 When tracing an algorithm, we normally treat sub-algorithms as a black box (and we assume they are correct) precondition: num = N postcondition: output all prime numbers ≤ num Exercise: trace advanced example 10, for when input is 8 York University EECS 1012 F2023 14-2 start num 1<--1+1 prime(/) = true T end is num Comp. Thinking (pt 3: Verification) 23 precondition: num>1 € N postcondition: returns true if num is prime, otherwise returns false. prime(num) start flag-true d←2 flag true and dsnum/2 num mod d=0 flag-false d+d+1 F ret flag Comp. Thinking (pt 3: Verification) 24 F
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