Read the following scenario: A small business is experiencing a high number of complaints about their website. Customers are having trouble
viewing the businesses products, securing directions to the business, and placing orders online. Connectivity with the
site is slow and sometimes unreliable. Which of the following might the business owners do to fix this problem?

invest in extra bandwidth

purchase a second server

simplify their website

hire an IT professional

This one depends on a few things...

If their website is being hosted at their business location, then they should invest in extra bandwidth and speed with their internet provider because hosting a site that gets a lot of traffic would be competing with everyday usage of the bandwidth from users at the business location.

If the site is being hosted remotely by a website provider, then they need to talk to the provider and figure out a solution with them.

Furthermore, it is possible to have a website that is poorly done and takes forever to load. If the website was done by amateur web devs with basic HTML/CSS knowledge, they could be hosting images on the site that take a long time to load due to their file size. Things of this nature would mean they need to optimize and simplify the site.

Because of all these variables... it gives merit to the idea of just hiring an IT professional (like me) who can thoroughly examine what is going on and where the problem is occuring.

Ultimately, for this problem, I would just choose the first answer as it's a good "catch all" solution to the problem. Just invest in extra bandwidth...

invest in extra bandwidth

Explanation:

edg2021

If connectivity is the problem, bandwidth is the answer

answer: c. eat junk food and still look good as heck

coordinates of r(b,c)

slope of nm is 0.

step-by-step explanation:

the midpoint of the line joining the points (x₁,y₁) and (x₂,y₂) is given by

the midpoint of the line segment nk is given by

∴r(b,c)

the slope of the line joining the points (x₁,y₁) and (x₂,y₂) is given by

slope of rs is

hence

coordinates of r(b,c)

and slope of nm is 0.