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Lorico [155]
2 years ago
12

( _____)once demonstrated that a rigid wing on an aircraft would break more often than a flexible wing. Will give BRAINLIEST.

Computers and Technology
2 answers:
dezoksy [38]2 years ago
6 0

Answer:

the Wright brothers

Explanation:

Wing warping was an early system for lateral (roll) control of a fixed-wing aircraft. The technique, used and patented by the Wright brothers, consisted of a system of pulleys and cables to twist the trailing edges of the wings in opposite directions.

katrin [286]2 years ago
4 0

Answer:

the Wright Brothers

Explanation:

I know

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What would a world where we have 2^128 (340 undecillion) Internet connected devices look like? How could that much Internet usag
cluponka [151]

A world  have 2^128 (340 undecillion) of IPv addresses that helps to connect to the internet. IPv6 addresses can make it easier for working organizational teams connecting to the Internet, IP addresses that are created by IPv6 are 128 bits.

<h3>What is internet?</h3>

Internet is the system  uses the Internet protocol suite (TCP/IP)  and interconnected computer networks that communicate between two or more individuals.

Today, almost 20 IP addresses are taken by7 each home for each electronic device. The internet usage is so wide, that even a simple task  is not possible without it. Even a simple task can be done using internet.

Learn more about internet.

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2 years ago
Which of the following safety and privacy features is not included in a P2P app or service?
diamong [38]

The option that should not be included in the safety and privacy features is not included in a P2P app or service is the non-inclusion of Representative call for confirming payments over $100.

<h3>What is P2P application?</h3>

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Conclusively, a Representative call that is made for confirmation of payments that is over $100 should not be included as people may use this kinds of call to defraud other people.

Learn more about privacy features  from

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3 0
2 years ago
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How many bits would be used to count the students in class today?There are 10 students
Vikentia [17]

Answer:

4 bits

Explanation:

With 4 bits you can count to 15, because 2⁴=16. The maximum number you can express is always one less, i.e., 16-1=15.

In general, with n bits you can count to 2ⁿ-1.

7 0
3 years ago
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Which statement about the router configurations is correct?
Alika [10]

Answer:

<em>Answer : D</em>

Explanation:

When we check Branch3 router according to the attached diagram we notice that “network 192.168.10.0” command is missing under “router eigrp 100” .

Branch 3# Show running-config according to the attached diagram

<output ommited>

!

router eigrp 100

network 192.168.16.0

6 0
3 years ago
Convert the following Base 10 (decimal) numbers to base 2(binary):<br> 107<br> 200
melamori03 [73]

<u>Answer:</u>

107₁₀ - 1101011

₂ (Binary representation)

200₁₀- 11001000₂ (Binary representation)

<u>Explanation:</u>

Converting from Decimal to binary:

Procedure -

1. Divide the number by 2, write the reminder separately.

2. Divide the divisor by 2, write the reminder before the previously written reminders.

Keep doing this till you get your divisor as 1.

Then we will write the divisor  before the written reminders and that will be the binary representation.

   

 For 107 :

       

          We divide 107 by 2 ,we get the divisor 53 and remainder 1

                                                  ( 1 )

Then,we will divide this divisor i.e 53 by 2,we get divisor 26 and remainder 1 ,we will put this remainder before the previous one.

                                                ( 1 1 )      

Then,we will divide this divisor i.e 26 by 2,we get divisor 13 and remainder 0 ,we will put this remainder before the previous one.    

                                                 ( 0 1 1 )

Then,we will divide this divisor i.e 13 by 2,we get divisor 6 and remainder 1 ,we will put this remainder before the previous one.    

                                                 ( 1 0 1 1 )

Then,we will divide this divisor i.e 6 by 2,we get divisor 3 and remainder 0,we will put this remainder before the previous one.    

                                                 ( 0 1 0 1 1 )

Then,we will divide this divisor i.e 3 by 2,we get divisor 1 and remainder 1  ,we will put this remainder before the previous one.    

                                                 ( 1 0 1 0 1 1 )

As we get the divisor=1,then we will stop.we will write the divisor before the written reminders.

                                              ( 1 1 0 1 0 1 1 )

This will be the binary representation of 107.

For 200 :

         We divide 200 by 2 ,we get the divisor 100 and remainder 0

                                                  ( 0 )

Then,we will divide this divisor i.e 100 by 2,we get divisor 50 and remainder 0 ,we will put this remainder before the previous one.

                                                ( 0 0 )      

Then,we will divide this divisor i.e 50 by 2,we get divisor 25 and remainder 0 ,we will put this remainder before the previous one.    

                                                 ( 0 0 0 )

Then,we will divide this divisor i.e 25 by 2,we get divisor 12 and remainder 1 ,we will put this remainder before the previous one.    

                                                 ( 1 0 0 0 )

Then,we will divide this divisor i.e 12 by 2,we get divisor 6 and remainder 0 ,we will put this remainder before the previous one.    

                                                 ( 0 1 0 0 0 )

Then,we will divide this divisor i.e 6 by 2,we get divisor 3 and remainder 0  ,we will put this remainder before the previous one.    

                                                 ( 0 0 1 0 0 0 )

Then,we will divide this divisor i.e 3 by 2,we get divisor 1 and remainder 1,we will put this remainder before the previous one.    

                                                 ( 1 0 0 1 0 0 0 )

As we get the divisor=1,then we will stop.we will write the divisor before the written reminders.

                                                 ( 1 1 0 0 1 0 0 0 )

This will be the binary representation of 200.

7 0
3 years ago
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