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- Write in C++ program: Problem: Represent the binary representation of a float type to integer type. Single precision float (32-bit length) is represented in IEEE754 format: 1 bit of sign, 8 for exponent plus bias of 127, and 23 for the mantissa. Example: * 85.125 is [101 0101.001] in binary and this would be [1.0101 0100 1 x 2^6] in scientific notation of base 2. * Our sign bit will be [0] (positive), exponent+bias is [1000 0101] (6 + 127 = 133), and mantissa of [0 1010 1001000...] (whole is omitted and zeroes are added to the right until its length is 23). * Merging this will be [0100 0010 1010 1010 0100 0000 0000 0000] which is equivalent as 1118453760 in integer. * Therefore, binary of 85.125 in float is 1118453760 in integer. Input A single line containing a float type non-positive number. 85.125 Output A single line containing the integer representation of float type binary. 1118453760Write a C++ language program to take input an Integer n from user and swap the first and last digit of n.Write a c++ program function that makes the base conversion. It takes two integers n and b as input (n >= 0 and b > 1, both in base 10) and expresses n in base b. For example, the decimal expansion of 345 in base 10 is 345=3×102 +4×101 +5×100.Sample input: n = 12, b = 2. Sample output: 1100 Explanation: (12)10 = (1100)2
- Write a C++ program to add, subtract and multiply two single-dimensional For example A[], and B[]. Sum[] = A[] + B[]; Sub[] = A[] – B[]; Mul[] = A[] * B[];1. Write a C++ program that utilizes looping to print the following table of values: N 10*N 100*N 1000*N 1 10 100 1000 2 20 200 2000 3 30 300 3000 4 40 400 4000 5 50 500 5000Write an assembly-language program to arrange a series of numbers in descending order using asubroutine.
- Write a c++ program to determine a Fibonacci sequence with a specific n number(s), where n > 2.Write a C++ program to implement a calculator with the following features: Exponentiation, Logarithm, Sine and Cosine (input angle in degrees). Choose the code 'E' for exp, 'L' for log10, 'l' for log base e, 'S' for sin, 'C' for cosineImplement the function (in C or C++) with the following prototype: /** Implement a function which rotates a word left by n-bits, and returns that rotated value. Assume 0 <= n < w Examples: when x = 0x12345678 and w = 32: n=4 -> 0x23456781 n=20 -> 0x67812345 */ unsigned rotate_left(unsigned x, int n); The function should follow the bit-level integer coding rules above. Be careful of the case n = 0.
- Can you explain ? This is in Python. a = -1 b= 7 while( b > a ): b =b - 1 print( a * b ) a =a + 1Write it in a Basic C Program Represent the binary representation of a float type to integer type. Single precision float (32-bit length) is represented in IEEE754 format: 1 bit of sign, 8 for exponent plus bias of 127, and 23 for the mantissa. Example: * 85.125 is [101 0101.001] in binary and this would be [1.0101 0100 1 x 2^6] in scientific notation of base 2. * Our sign bit will be [0] (positive), exponent+bias is [1000 0101] (6 + 127 = 133), and mantissa of [0 1010 1001000...] (whole is omitted and zeroes are added to the right until its length is 23). * Merging this will be [0100 0010 1010 1010 0100 0000 0000 0000] which is equivalent as 1118453760 in integer. * Therefore, binary of 85.125 in float is 1118453760 in integer. Input A single line containing a float type non-positive number. 85.125 Output A single line containing the integer representation of float type binary. 1118453760With python Please begin by implementing the function: all_perm(n: int) -> set[tuple[int, ...]]