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Leokris [45]
3 years ago
8

Mobile computing has two major characteristics that differentiate it from other forms of computing. What are these two character

istics?
Computers and Technology
1 answer:
olya-2409 [2.1K]3 years ago
6 0

Answer:

mobility and broad reach  

Explanation:

The two major characteristics of mobile computing are:

Mobility: It basically refers to the portability. Mobility means that users can carry their mobile device wherever they go. This facilitates real-time communication with other devices. Users can take a mobile device anywhere and can contact with other devices and systems via a wireless network for example a user, wherever he happens to be, can log in to his email account to check his emails using his mobile phone.

Broad Reach: It basically means that the mobile device users can be reached at any time. This means that the users of an open mobile device can be instantaneously contacted. Having an open mobile device means that it can be reached by or connected to other mobile networks. However mobile users also have options to restrict specific messages or calls.

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How to write the algorithm to calculate the square of five numbers
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Answer:

1. A = 7 and B = 12 here...

2. A^2 = 49 thus final answer will have 9 at units place and 4 is carried to add later.

3. Given number multiplied by 'B' => 127*12 = 1524

4. A*B => 12*7 = 84

5. 1524+84 = 1608 ..... ( step 3 + step 4 )

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Explanation:

Divide the number in two parts with one part containing only the number at unit's place say part 'A', and other part say 'B', containing the remaining number.

Now square the number at unit's place. The square will be one of these; {0,1,4,9,16,25,36,49,64,81}. The unit's place digit in this square is the unit's place digit in actual final answer.Write it in the answer. If the square of digit at unit's place is a two digit no like from 16 to 81 in above set; write only the digit at unit's place from this square in the final answer and carry the remaining digit.

Multiply the actual number to be squared by part 'B'(the remaining part than the number at unit's place as described in step 1 ).

Multiply the parts 'A' and 'B'.

Add results of step 3 with results of step 4.

Add the carried digit from step 2 to the sum in prior step, that is step 5.

Now write this sum before the number we wrote at unit's place of final answer in step 2.

This number we now obtain from step 7, is the square of our number.

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