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Kazeer [188]
4 years ago
5

Why we can't install a 64 bit software on a 32 bit computer??

Computers and Technology
1 answer:
anastassius [24]4 years ago
4 0
32 bit machines have less memory (ram) bandwidth
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Which business case is better solved by Artificial intelligence than conventional programming?<br>​
skad [1K]

Answer:

Predicting characteristics of high-value customers is the business case that better solved by Artificial intelligence than conventional programming.

Explanation:

Many corporations and businesses predict CLVs only by resembling at the total monetary expense of sales, without recognition circumstances. For instance, a customer who executes one big order might be less worthwhile than another consumer who purchases multiple occasions, but in more diminutive amounts.

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3 years ago
Macy reviewed Steve's presentation. Images in the slides were distracting from the presentation. What advice should
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From what i learned from school, have a theme for the presentation and only have 1-3 pictures per slide that aren’t too big but small enough so you can read and see, also pictures that are self explanatory
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The vast amount of data collected from Internet searches, social media posts, customer transactions, military
Brums [2.3K]

Answer:

A. Big Data

Explanation:

It is big data. The internet searches, customer transactions, social media posts, medical tests, weather sensors, military surveillance, and all the data source you are seeing around yourself forms together with the big data. And a big social media company gathers around so many petabytes of data each day. And there are so many such companies, plus all sorts like eLearning sites, etc. And all these together form the big data.

3 0
4 years ago
Write a C++ function for the following:
Nana76 [90]

Solution :

class Account

$ \{ $

public:

$\text{Account}()$;

double $\text{getBalance}$();

void $\text{setBalance}$();

$\text{bool withdraw}$(double bal);

$\text{private}:$

double $\text{balance}$;

}:

$\text{Account}()$ {}

double $\text{getBalance}$()

$ \{ $

$\text{return balance}$;

}

void $\text{setBalance}$(double $\text{balance}$)

$ \{ $

this.$\text{balance}$ = $\text{balance}$;

}

$\text{boolean}$ withdraw($\text{double bal}$)

$ \{ $

if($\text{balance}$ >= bal)

$ \{ $

$\text{balance}$ = $\text{balance}$ - bal;

$\text{return}$ true;

}

$\text{return}$ false;

}

}

4 0
3 years ago
Please tell fast plzzzzzz.​
lana [24]

Answer:

True

Explanation:

4 0
3 years ago
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