In this project I expect to create a basic calculator using visual C#when the time goes on I'm expecting to expand this to a advanced calculator this is the beginning of that.
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)
The Code
using System;
using System.Collections.Generic;
using System.ComponentModel;
using System.Data;
using System.Drawing;
using System.Linq;
using System.Text;
using System.Windows.Forms;
namespace WindowsFormsApplication1
{
public partial class Form1 : Form
{
/*
First of all we declare 3 decimal type varibles to store the values of
user input and the final output. by refering the code you can undersatnd
how they are using in the programme.
*/
decimal valOne, valTwo,total;
string store;
public Form1()
{
InitializeComponent();
}
private void btnZero_Click(object sender, EventArgs e)
{
/*
This statement inputs the value of the button to the display(TextBox)
If there olready a number in the display it just entert with that number
this code is similer to This "txtDisplay.Text=txtDisplay.Text+"0";"
*/
txtDisplay.Text +="0";
}
private void btnOne_Click(object sender, EventArgs e)
{
txtDisplay.Text += "1";
}
private void btnTwo_Click(object sender, EventArgs e)
{
txtDisplay.Text += "2";
}
private void btnThree_Click(object sender, EventArgs e)
{
txtDisplay.Text += "3";
}
private void btnFour_Click(object sender, EventArgs e)
{
txtDisplay.Text += "4";
}
private void btnFive_Click(object sender, EventArgs e)
{
txtDisplay.Text += "5";
}
private void btnSix_Click(object sender, EventArgs e)
{
txtDisplay.Text += "6";
}
private void btnSeven_Click(object sender, EventArgs e)
{
txtDisplay.Text += "7";
}
private void btnEight_Click(object sender, EventArgs e)
{
txtDisplay.Text += "8";
}
private void btnNine_Click(object sender, EventArgs e)
{
txtDisplay.Text += "9";
}
private void btnPoint_Click(object sender, EventArgs e)
{
txtDisplay.Text += ".";
}
private void btnClear_Click(object sender, EventArgs e)
{
txtDisplay.Text = "";
}
private void btnEqual_Click(object sender, EventArgs e)
{
/*
When the user click the equal(=)button the event hanlder of the
button beginss to run.It checks the operator in the varible(store)
Then parse the value of the disply(txtbox)into the varible(valTwo)
and perform the relavent mathematical function
*/
if (store.Equals("+")){
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
else if (store.Equals("-")){
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
else if (store.Equals("-")){
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
else if (store.Equals("*"))
{
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
else if (store.Equals("/")){
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
}
private void btnAdd_Click(object sender, EventArgs e)
{
/*
when the user click the button the value of the display parse in to the
ariable(valOne)and clear the dislay and parse the operator to the
varible(Store) as a String value
*/
valOne = decimal.Parse(txtDisplay.Text);
txtDisplay.Text = "";
store="+";
}
private void btnSubstract_Click(object sender, EventArgs e)
{
valOne = decimal.Parse(txtDisplay.Text);
txtDisplay.Text = "";
store = "-";
}
private void btnMultiply_Click(object sender, EventArgs e)
{
valOne = decimal.Parse(txtDisplay.Text);
txtDisplay.Text = "";
store = "*";
}
private void btnDevide_Click(object sender, EventArgs e)
{
valOne = decimal.Parse(txtDisplay.Text);
txtDisplay.Text = "";
store = "/";
}
private void Form1_Load(object sender, EventArgs e)
{
}
}
}
The Code
using System;
using System.Collections.Generic;
using System.ComponentModel;
using System.Data;
using System.Drawing;
using System.Linq;
using System.Text;
using System.Windows.Forms;
namespace WindowsFormsApplication1
{
public partial class Form1 : Form
{
/*
First of all we declare 3 decimal type varibles to store the values of
user input and the final output. by refering the code you can undersatnd
how they are using in the programme.
*/
decimal valOne, valTwo,total;
string store;
public Form1()
{
InitializeComponent();
}
private void btnZero_Click(object sender, EventArgs e)
{
/*
This statement inputs the value of the button to the display(TextBox)
If there olready a number in the display it just entert with that number
this code is similer to This "txtDisplay.Text=txtDisplay.Text+"0";"
*/
txtDisplay.Text +="0";
}
private void btnOne_Click(object sender, EventArgs e)
{
txtDisplay.Text += "1";
}
private void btnTwo_Click(object sender, EventArgs e)
{
txtDisplay.Text += "2";
}
private void btnThree_Click(object sender, EventArgs e)
{
txtDisplay.Text += "3";
}
private void btnFour_Click(object sender, EventArgs e)
{
txtDisplay.Text += "4";
}
private void btnFive_Click(object sender, EventArgs e)
{
txtDisplay.Text += "5";
}
private void btnSix_Click(object sender, EventArgs e)
{
txtDisplay.Text += "6";
}
private void btnSeven_Click(object sender, EventArgs e)
{
txtDisplay.Text += "7";
}
private void btnEight_Click(object sender, EventArgs e)
{
txtDisplay.Text += "8";
}
private void btnNine_Click(object sender, EventArgs e)
{
txtDisplay.Text += "9";
}
private void btnPoint_Click(object sender, EventArgs e)
{
txtDisplay.Text += ".";
}
private void btnClear_Click(object sender, EventArgs e)
{
txtDisplay.Text = "";
}
private void btnEqual_Click(object sender, EventArgs e)
{
/*
When the user click the equal(=)button the event hanlder of the
button beginss to run.It checks the operator in the varible(store)
Then parse the value of the disply(txtbox)into the varible(valTwo)
and perform the relavent mathematical function
*/
if (store.Equals("+")){
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
else if (store.Equals("-")){
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
else if (store.Equals("-")){
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
else if (store.Equals("*"))
{
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
else if (store.Equals("/")){
valTwo = decimal.Parse(txtDisplay.Text);
total = valOne + valTwo;
txtDisplay.Text = total.ToString();
}
}
private void btnAdd_Click(object sender, EventArgs e)
{
/*
when the user click the button the value of the display parse in to the
ariable(valOne)and clear the dislay and parse the operator to the
varible(Store) as a String value
*/
valOne = decimal.Parse(txtDisplay.Text);
txtDisplay.Text = "";
store="+";
}
private void btnSubstract_Click(object sender, EventArgs e)
{
valOne = decimal.Parse(txtDisplay.Text);
txtDisplay.Text = "";
store = "-";
}
private void btnMultiply_Click(object sender, EventArgs e)
{
valOne = decimal.Parse(txtDisplay.Text);
txtDisplay.Text = "";
store = "*";
}
private void btnDevide_Click(object sender, EventArgs e)
{
valOne = decimal.Parse(txtDisplay.Text);
txtDisplay.Text = "";
store = "/";
}
private void Form1_Load(object sender, EventArgs e)
{
}
}
}
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