Your answer is "Mutual funds; stocks; bonds".
Science is the special kind of knowledge.Science is the special kind of knowledge related to nature and natural phenomena.
Answer:
The order of the efficiencies is as following:-
10,000 < 2n < nlog(n) < n5 < n!.
Explanation:
10,000 is constant time whatever will be the size of the problem the efficiency will remain the same.
2n this efficiency is linear it will grow proportionally as the size of the problem increases.
nlog(n) this efficiency is is a bit greater than 2n though it will grow faster than 2n but slower than n2 as the size of the problem increases.
n5 this efficiency is very poor.It is growing very rapidly as the size of the problem increases.
n! is the worst efficiency of them all.
n!=n*(n-1)*(n-2)*(n-3)*(n-4)*.......2*1.
It will grow beanstalk in jack and the beanstalk.
Computer networks allow an unlimited amount of computers to communicate with each other. This is especially useful in enterprise environments, as technicians have to deal with hundreds of computers at a time. Computer networks make it easier to share files, increase storage capacity, better communication, easier to to control computers remotely, easier to share resources, ability to share a single internet connection on multiple devices. Computer networks also have a lot of cost benifits too, as network administration is centralised, meaning that less IT support is required, and you can cut costs on sharing peripherals and internet access.
Hopefully this helps you out!
Answer:
see explaination for program code
Explanation:
scalar_product = 0
li=[]
li2=[]
#reading numbers1.txt and numbers2.txt intoli and li2 respectively
with open('numbers1.txt') as n1, open('numbers2.txt') as n2:
for line1 in n1:
li.append(int(line1))
for line2 in n2:
li2.append(int(line2))
#storing min list size into variable l
a=len(li)
b=len(li2)
if a<b:
l=a
else:
l=b
#calculating scalar product
for i in range(l):
scalar_product=scalar_product+li[i]*li2[i]
print("scalar product is",scalar_product)
