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mezya [45]
2 years ago
14

Write a program that asks the user to input an integer that is a perfect square. A perfect square is an integer that is equal to

the product of another integer with itself; e.g., 16 is a perfect square because it equals 4 times 4. Repeatedly force the user to input a new integer until they enter a perfect square. Once the user has entered a perfect square, print its square root as an integer. Hint: you can modulo a float by 1 to get the decimal part of the float, e.g., 2.75 % 1 equals 0.75, and 5.0 % 1 equals 0.
Computers and Technology
1 answer:
BlackZzzverrR [31]2 years ago
3 0

Answer:

// program in python

# import math library

import math

#read input from user

num=int(input("enter an integer:"))

while True:

#find square root on input

   s_root=math.sqrt(num)

#find remainder of root

   r=s_root%1

#if remainder if 0 then perfect square

   if r==0:

       print("square root of the number is:",s_root)

       break

   else:

#if number is not perfect square then ask again

       num=int(input("input is not perfect square !!enter an integer again:"))

Explanation:

Read an integer from user.Find the square root of the input number and then find  the remainder of square root by modulo 1.If the remainder is 0 then number is perfect square otherwise ask user to enter an integer again until user enter a perfect square  number.

Output:

enter an integer:12                                                                                                        

input is not perfect square !!enter an integer again:16                                                                    

square root of the number is: 4.0    

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For the (pseudo) assembly code below, replace X, Y, P, and Q with the smallest set of instructions to save/restore values on the
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Answer:

Explanation:

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   procB is expected to over-write the registers $s2 and $t0. Nonetheless, in the first two lines, procB might over-write the registers $s0 and $s1.

   Thus, procB is responsible for saving and restoring $s0,$s1 and $s2.

X:

We need to create space for 5 values on the stack since procA needs to save $a0,$ra,$t0,$t1 and $fp(frame pointer), . Each value(word) takes 4 bytes.

$sp = $sp – 20 # on the stack, create space for 5 values

sw $a0, 16($sp) # store the result in $a0 into the memory address

               # indicated by $sp+20

sw $ra, 12($sp) # save the second value on stack

sw $t0, 8($sp) # save the third value on stack

sw $t1, 4($sp) # save the fourth value on stack

sw $fp, 0($sp) #  To the stack pointer, save the frame pointer

$fp = $sp      #  To the stack pointer, set the frame pointer

Y:

lw $fp, 0($sp) #  from stack, start restoring values

lw $t1, 4($sp)

lw $t0, 8($sp)

lw $ra, 12($sp)

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$sp = $sp + 20 # decrease the size of the stack

P:

$sp = $sp – 12 #  for three values, create space on the stack

sw $s0, 0($sp) # save the value in $s0

sw $s1, 0($sp) # save the value in $s1

sw $s2, 0($sp) # save the value in $s2

Q:

lw $s0, 0($sp) #  from the stack, restore the value of $s0

lw $s1, 0($sp) #  from the stack, restore the value of $s1

lw $s2, 0($sp) #  from the stack, restore the value of $s2

$sp = $sp + 12 # decrease the stack size

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