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BartSMP [9]
3 years ago
7

wooooooooo helll yeaaa made it to ACE baby now road to whatever next, lil present imma be doing You tube soon soo ideas will be

needed stay tuned
Computers and Technology
2 answers:
vichka [17]3 years ago
8 0

Answer:yo bro I don’t know but the answer is b

Explanation:

user100 [1]3 years ago
8 0

☁️ Answer ☁️

annyeonghaseyo!

Your answer is:

Uh.. good job? Keep it up ig ._.

Have a nice day hyung/noona!~  ̄▽ ̄❤️

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The high-latitude climate is _____________ the equator.<br><br> closest to<br> farthest from
BARSIC [14]
I believe it’s farthest from
5 0
3 years ago
Establishing a telephone call would be impossible without signaling.<br><br> True or False
musickatia [10]

Answer:  True.

Explanation:

When a user wants to make a phone call, he needs to inform to the called party, that he wants to call him.

The only way to do this, is setting up a connection between the two phones, which is started by the calling party informing to the phone switch which is directly connected to, that he wants to make a call, picking up the phone, which modifies his connection state, making him available for calling.

The switch then signals him (sending him an audible call tone) so he can send the digits that identify the called party.

When the destination switch identifies the called user, signals him also (sending in this case a ringing tone).

When he picks up his phone, answering  the call, the connection is set up, and both people can talk each other.

Without all this signaling process, it would be completely impossible to set up the call.

6 0
3 years ago
Python
andreyandreev [35.5K]

Answer:

<h2>1)   </h2>

h = 19  # h is already assigned a positive integer value 19

i = 1  # used to calculate perfect square

q = 0   # stores the sum of the perfect squares

while q < h:  

# this loop executes until value of number of perfect squares is less than h

   q = q + (i*i)  # to calculate the sum of perfect squares

   i = i + 1  # increments i by 1 at every iteration

print(q) # displays the sum of perfect squares

Output:

30

Explanation:

Here we see that the sum of the perfect square is printed in the output i.e. 30. If we want to assign value 4 to q then we should alter the code as  following:  

h = 19

i = 1

sum_of_ps = 0

q=0

while sum_of_ps < h:

   sum_of_ps = sum_of_ps + (i*i)

   q = q + 1

   i = i + 1  

print(q)  

If you want to take input from the user and also display the perfect squares in output you can use the following code:

h = int(input('Enter the value of h: ')) #takes value of h from user

i = 1

sum_of_ps = 0

q=0

while sum_of_ps < h:

   sum_of_ps = sum_of_ps + (i*i)

   print(i*i) #displays the perfect squares of h

   q = q + 1

   i = i + 1    

print(sum_of_ps)   #displays sum of perfect squares

print(q) #displays number of perfect squares whose value is less than h

Output:

1

4

9

16

30

4

<h2>2)</h2>

# k and m are already assigned positive integers 10 and 40

k = 10  

m = 40  

i = 1  # i is initialized to 1

q = 0  # q stores the number of perfect squares between k and m

while i*i < m:  # loop computes perfect square of numbers between k and m

   if i*i > k:          

       q = q + 1  # counts the number of perfect squares

   i = i + 1  #increments the value of i at each iteration

print (q) # prints the no of perfect squares between k and m

If you want to display the perfect squares too use , add print(i*i) statement after if statement  if i*i > k:        

Output:

3

<h2>3)</h2>

def Fibonacci(n):  # method Fibonacci which has an integer parameter n

   if n <= 1:  # if the value of n is less than or equals to 1

       result = n  # stores the value of n into result

   elif n > 1:  # else if the value of n is greater than 1

       result = Fibonacci(n-1) + Fibonacci(n-2)  

# calls Fibonacci method recursively to associate nth value of Fibonacci #sequence with variable result

   return result     #returns the final value stored in result variable

print(Fibonacci(8))

#calls Fibonacci function and passes value 8 to it

Output:

21

8 0
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Sholpan [36]

In Microsoft Word, he should go to Page Layout and then to Margins.

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3 years ago
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