Answer:
B. THE LARGER THE NETWORK, THE MORE JOB LEADS AVAILABLE
Explanation:
- BECAUSE THATS MY ANSWER, AND IM CORRECT WITH THAT
<h2>
STUDY WELL</h2>
Ethical health research and privacy protections both provide valuable benefits to society. Health research is vital to improving human health and health care. Protecting patients involved in research from harm and preserving their rights is essential to ethical research. The primary justification for protecting personal privacy is to protect the interests of individuals. In contrast, the primary justification for collecting personally identifiable health information for health research is to benefit society. But it is important to stress that privacy also has value at the societal level, because it permits complex activities, including research and public health activities to be carried out in ways that protect individuals’ dignity. At the same time, health research can benefit individuals, for example, when it facilitates access to new therapies, improved diagnostics, and more effective ways to prevent illness and deliver care
Answer:
The complete code is as follows:
from array import *
myArr = array('f',[3, 5, 7,3, 10])
location = myArr.index(7)
print(str("7")+" is at position "+str(location+1))
Explanation:
I made corrections to the third line of the code and I added a line
This line gets the index of 7 from the array myArr using the index keyword
location = myArr.index(7)
This line prints the position of the 7 in the array
print(str("7")+" is at position "+str(location+1))
Answer:
def recursive(L, start, stop):
y = L[start:stop]
print(y.isupper())
recursive("ALLow", 0, 3)
Explanation:
The code is written in python.
def recursive(L, start, stop):
The function is defined known as recursive. The function takes a string and 2 integers known as start and stop. The parameter L is a string and the other 2 parameter start and stop are integers which indicates the index range of the string L.
y = L[start:stop]
A variable y is declared to store the string L with the index range from start to stop . Note start and stop are integers.
print(y.isupper())
The code prints True if the index range of the string L are all upper case else it print False.
recursive("ALLow", 0, 3)
This code calls the function with the required parameters L(string), Start(integer) and stop(integer)
