Create a program for Integral Calculator

C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter2: Problem Solving Using C++using
Section2.6: A Case Study: Radar Speed Traps
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Java GUI (Calculator) Program

Create a program for Integral Calculator
Indicate "Integral Calculator" on the title bar. The result of value is always empty. The program
will ask the user to enter a function and the "=" or enter key will display the result that always
have "+ C" at the end (see sample output below). The "DEL" will act as a backspace and the "CLR"
will clear the text area from any previous inputs. Add functionality on the close button. Provide
the necessary method and appropriate exception handling needed in the calculator program.
The calculator should support the following:
Integral Calculator
enter a function
CLR
DEL
8 9
e In
*
7
4| 5
6
x?
sin
2
3
+
x³
Cos
X
y
tan
%3D
Please use the given functions below for testing
the functionality of the integral calculator program.
The answers are provided as a reference for output:
d
Find f(xo)
dx
e2x +x²
1. f(x) = x +e2x =
+ C
2
2. f(x) = In(x + 1) = (x + 1) In(x + 1) – x + C
sin 3x
3. f(x) = cos3x =
+ C
Transcribed Image Text:Create a program for Integral Calculator Indicate "Integral Calculator" on the title bar. The result of value is always empty. The program will ask the user to enter a function and the "=" or enter key will display the result that always have "+ C" at the end (see sample output below). The "DEL" will act as a backspace and the "CLR" will clear the text area from any previous inputs. Add functionality on the close button. Provide the necessary method and appropriate exception handling needed in the calculator program. The calculator should support the following: Integral Calculator enter a function CLR DEL 8 9 e In * 7 4| 5 6 x? sin 2 3 + x³ Cos X y tan %3D Please use the given functions below for testing the functionality of the integral calculator program. The answers are provided as a reference for output: d Find f(xo) dx e2x +x² 1. f(x) = x +e2x = + C 2 2. f(x) = In(x + 1) = (x + 1) In(x + 1) – x + C sin 3x 3. f(x) = cos3x = + C
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