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ProblemFind the greatest common divisor (GCD) for the given two numbers by using the non-recursive function.SolutionIt is explained below how to find the greatest common divisor (GCD) for the given two numbers by using the non-recursive function.AlgorithmRefer an algorithm given below to find the greatest common divisor (GCD) for the given two numbers by using the non-recursive function.Step 1 − StartStep 2 − Read the integers a and bStep 3 − Call the function G=GCD(a, b) step 6Step 4 − Print G valueStep 5 − StopStep 6 − Called function: GCD(a, b)a. Initialize the i=1, j, remainder b. Remainder=i-(i/j*j) c. ... Read More
ProblemFind the greatest common divisor (GCD) for the given two numbers by using the recursive function in C programming language.SolutionThe solution to find the greatest common divisor (GCD) for the given two numbers by using the recursive function is as follows −AlgorithmRefer an algorithm given below to find the greatest common divisor (GCD) for the given two numbers by using the recursive function.Step 1 − Define the recursive function.Step 2 − Read the two integers a and b.Step 3 − Call recursive function.a. if i>j b. then return the function with parameters i, j c. if i==0 d. then return ... Read More
ProblemThe program to calculate the sum of the following expressionSum=1-n^2/2!+n^4/4!-n^6/6!+n^8/8!-n^10/10!User has to enter the value of n at runtime to calculate the sum of the series by using the predefined function power present in math.h library function.SolutionIt is explained below how to calculate sum of series using predefined function.AlgorithmRefer an algorithm given below to calculate sum of series by using the predefined function.Step 1 − Read the num valueStep 2 − Initialize fact = 1, sum = 1 and n =5Step 3 − for i= 1 to n a. compute fact= fact*i b. if i %2 = 0 c. ... Read More
A function is a self-contained block that carries out a specific well-defined task.Types of functionsFunctions are broadly classified into two types which are as follows −Predefined functionsUser defined functionsCommunications among functionsFunctions communicate among themselves by using arguments and return value.Farm of ‘C’ function for return-datatype function name (argument list) is as follows −{ local variable declarations; executable statements(s); return (expression); }For Example, void mul (int x, int y).{ int p; p=x*y; printf(“product = %d”, p); }Prototype functionsThese functions can be done in two ways as explained below −Create a copy of the function declaration ... Read More
A file is a physical storage location on disk and a directory is a logical path which is used to organise the files. A file exists within a directory.The three operations that we can perform on file are as follows −Open a file.Process file (read, write, modify).Save and close file.ExampleConsider an example given below −Open a file in write mode.Enter statements in the file.The input file is as follows −Hi welcome to my world This is C programming tutorial From tutorials PointThe output is as follows −Number of characters = 72Total words = 13Total lines = 3ProgramFollowing is the C ... Read More
Here, we will print hollow rectangle star(*) pattern by using for loop in C programming language.Consider an example given below −InputEnter number of rows: 5OutputThe output is as follows −***** * * * * * * *****AlgorithmAn algorithm is given below to explain how to print hollow rectangle star(*) pattern by using for loop.Step 1 − Input number of rows to print at runtime.Step 2 − Use outer for loop for rows from 1 to N.for(i=1; i
A file is a physical storage location on disk and a directory is a logical path which is used to organise the files. A file exists within a directory.The three operations that we can perform on file are as follows −Open a file.Process file (read, write, modify).Save and close file.AlgorithmAn algorithm is given below to explain the C program to remove a line from the file.Step 1 − Read file path and line number to remove at runtime.Step 2 − Open file in read mode and store in source file.Step 3 − Create and open a temporary file in write ... Read More
A file is a physical storage location on disk and a directory is a logical path which is used to organise the files. A file exists within a directory.The three operations that we can perform on file are as follows −Open a file.Process file (read, write, modify).Save and close file.ProgramFollowing is the C program to store even, odd and prime numbers into separate files − Live Demo#include #include /* Function declarations */ int even(const int num); int prime(const int num); int main(){ FILE * fptrinput, * fptreven, * fptrodd, * fptrprime; int num, success; ... Read More
From the Azure Portal, we can find the Accelerated Networking (AN) status from the networking blade.To get the AN settings on the VM, we need to first retrieve the NIC information because it is set on it. We have the VM named ‘TestVM’ and we will retrieve its NIC information.PS C:\> $vm = Get-AzVM -Name TestVMTo get the NIC associated with the VM, $nicname = (($vm.NetworkProfile.NetworkInterfaces.id).Split('/'))[-1]We need to retrieve the NIC settings to get the AN setting.$nicsetting = Get-AzNetworkInterface -ResourceGroupName $vm.ResourceGroupName - Name $nicnameTo get the AN settings, use the EnableAcceleratedNetworking property.$nicsetting.EnableAcceleratedNetworkingIf you want to retrieve the AN settings on ... Read More
You can retrieve the MSI installed packaged product code on the windows OS using PowerShell with Get-Package or Get-WmiObject command.In this example, we will retrieve the product code of 7-zip.Get-Package -Name '7-Zip 19.00 (x64 edition)' | fl *You can use the tagid or mentioned properties to filter the product code.To retrieve the package from the remote computer using the Get-Package method, use InvokeCommand.Invoke-Command -ComputerName TestMachine -ScriptBlock{ (Get-Package -Name '7-Zip 19.00 (x64 edition)').TagID }Another way to retrieve the product code is by using the WMI method as shown below.PS C:\> $product = Get-WmiObject win32_product | where{$_.name - eq "7-Zip 19.00 (x64 ... Read More