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arsen [322]
2 years ago
6

What is the imitation of representing numbers with fixed point representation?

Computers and Technology
1 answer:
Tanzania [10]2 years ago
4 0

Answer:

Hello your question is not complete, The complete question is ; <em>what is the Limitation of representing numbers with fixed point representation</em>

answer:  Limited range of values that can be represented

Explanation:

The limitation of representing numbers with fixed point representation is that there is a Limited range of values that can be represented using this method of representation

Fixed point  representation is a type of representation whereby there is a  fixed number of bits for both integer parts and fractional part.

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​When preparing a representative sample from a list of 200 customers who complained about errors in their statements, a _____ co
svetoff [14.1K]

Answer: Stratified sample

Explanation:

For preparing samples of various data of companies and enterprises we need to apply probability distribution to different samples of data. Here in the question we are to apply a representative sample from a list of 200 customers who have complained about errors in their statement. So here we can apply stratified sampling where we can divide the 200 customers into separate groups. These sub groups of the customers are known as stratas. These stratas are selected based on certain characteristics which can be identified among the customers group. Here we can form subgroups based on the type of complain that has been lodged by the customer and selecting 5 customers from four zip codes. Then it would be easy to apply probability distribution to the sub groups to derive information from them.

This process would also enable a more easier and cheaper way of sampling the customer data.

7 0
4 years ago
Write a function called first_last that takes a single parameter, seq, a sequence. first_last should return a tuple of length 2,wh
motikmotik

Answer:

The Python code with the function is given below. Testing and output gives the results of certain chosen parameters for the program

Explanation:

def first_last(seq):

   if(len(seq) == 0):

       return ()

   elif(len(seq) == 1):

       return (seq[0],)

   else:

       return (seq[0], seq[len(seq)-1])

#Testing

print(first_last([]))

print(first_last([1]))

print(first_last([1,2,3,4,5]))

# Output

( )

( 1 , )

( 1 , 5 )

5 0
3 years ago
Justine was interested in learning how to play the piano. She has successfully passed every level of music book and is planning
mamaluj [8]
C because she is not a mentor yet as she hasn’t taught anyone else but she has passed every level so the best would be c
5 0
2 years ago
name instances in the past where social media has kept you informed about the latest news around the country​
Luba_88 [7]
BLM movement and protests,
The election, school shootings, and the pandemic
3 0
3 years ago
Read 2 more answers
Input 3 positive integers from the terminal, determine if tlrey are valid sides of a triangle. If the sides do form a valid tria
butalik [34]

Answer:

In Python:

side1 = float(input("Side 1: "))

side2 = float(input("Side 2: "))

side3 = float(input("Side 3: "))

if side1>0 and side2>0 and side3>0:

   if side1+side2>=side3 and side2+side3>=side1 and side3+side1>=side2:

       if side1 == side2 == side3:

           print("Equilateral Triangle")

       elif side1 == side2 or side1 == side3 or side2 == side3:

           print("Isosceles Triangle")

       else:

           print("Scalene Triangle")

   else:

       print("Invalid Triangle")

else:

   print("Invalid Triangle")

Explanation:

The next three lines get the input of the sides of the triangle

<em>side1 = float(input("Side 1: ")) </em>

<em>side2 = float(input("Side 2: ")) </em>

<em>side3 = float(input("Side 3: ")) </em>

If all sides are positive

if side1>0 and side2>0 and side3>0:

Check if the sides are valid using the following condition

   if side1+side2>=side3 and side2+side3>=side1 and side3+side1>=side2:

Check if the triangle is equilateral

<em>        if side1 == side2 == side3: </em>

<em>            print("Equilateral Triangle") </em>

Check if the triangle is isosceles

<em>        elif side1 == side2 or side1 == side3 or side2 == side3: </em>

<em>            print("Isosceles Triangle") </em>

Otherwise, it is scalene

<em>        else: </em>

<em>            print("Scalene Triangle") </em>

Print invalid, if the sides do not make a valid triangle

<em>    else: </em>

<em>        print("Invalid Triangle") </em>

Print invalid, if the any of the sides are negative

<em>else: </em>

<em>    print("Invalid Triangle")</em>

4 0
3 years ago
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