The area is 597787.417 square feet or 13.723 acres
After you have entered the slightly modified program and run it to get the answers, print out a page with your program on it. (You MUST do this printing using the Visual Studio programming environment, NOT a word processor.) Then, do one of the following, depending on the last digit of your Banner ID nunber. Deliberately make one of the following mistakes in your program and then try to compile again - choose the mistake whose number matches the last digit of your Banner ID number. You should get one or more error or warning messages. By hand, write the last digit of your Banner ID number, and the error/warning message(s) you get on the bottom or back of your printout; then hand it in.
0. Replace the 0 from the return
0; statement with "done".
1. Omit the semicolon from acres
= area / SQFT_ACRE;
2. In the declaration of nQuarter,
double
nQuarter;
omit the n in nQuarter.
3. Omit the () after the word main.
4. Replace the first << with
>> in
cout
<< acres << " acres" << endl;
5. Omit the // on the line //
Standard formula for area
6. Change the declaration, const
double NW_LENGTH = 233.4;
to const double NW_LENGTH;
7. Misspell sin as sine in
area = 0.5*backDistance*forwardDistance
* sin (thetaInRadians);
8. Misspell double in double
theta; as doble.
9. Change // to /* in // Get
total area and convert to acres
Do NOT save your program with the error
in it. Do NOT print out your program with the error in it. By hand, using
your best handwriting, write the error/warning message(s) on the printout
of the correct program. Be sure to look at the entire message window
to find all error/warning messages. You do not neet to write repeated
error messages; writing each error once is enough.
// *****************
// Project #1: Land Area
// Program to calculate the area of a four-sided piece of land
based on
// surveyor measurements made from a point in the interior of the
land.
// There are four paired measurements of the angle and distance
to each
// corner of the land. The area is expressed in square feet
and acres.
// Written by Jim Wolfe
// Section: 789
// Due: 1 February 2006
// Inputs: None, all measurements are given as constants.
// Outputs: The land area in square feet and acres.
// ******************
#include <iostream>
#include <iomanip>
#include <cmath>
using namespace std;
const double PI = 3.14159265;
// Standard value for PI
const int FULL_CIRCLE
= 360; // Degrees in a circle
const int SQFT_ACRE =
43560; // Square feet in an acre
const double NW_ANGLE = 308.0;
// Direction to northwest corner (degrees)
const double NW_LENGTH = 233.4;
// Distance to northwest corner (feet)
const double NE_ANGLE = 56.0;
// Direction to northeast corner (degrees)
const double NE_LENGTH = 359.1;
// Distance to northeast corner (feet)
const double SE_ANGLE = 164.0;
// Direction to southeast corner (degrees)
const double SE_LENGTH = 783.2;
// Distance to southeast corner (feet)
const double SW_ANGLE = 218.0;
// Direction to southwest corner (degrees)
const double SW_LENGTH = 978.5;
// Distance to southwest corner (feet)
void TriArea (double, double, double, double, double &);
int main ()
{
double nQuarter;
// Area of north quarter
double eQuarter;
// Area of east quarter
double sQuarter;
// Area of south quarter
double wQuarter;
// Area of west quarter
double area;
// Total area in square feet
double acres;
// Total area in acres
// Calculate areas of each quarter using TriArea function
TriArea (NW_ANGLE, NW_LENGTH, NE_ANGLE,
NE_LENGTH, nQuarter);
TriArea (NE_ANGLE, NE_LENGTH, SE_ANGLE,
SE_LENGTH, eQuarter);
TriArea (SE_ANGLE, SE_LENGTH, SW_ANGLE,
SW_LENGTH, sQuarter);
TriArea (SW_ANGLE, SW_LENGTH, NW_ANGLE,
NW_LENGTH, wQuarter);
// Get total area and convert to acres
area = nQuarter + eQuarter + sQuarter +
wQuarter;
acres = area / SQFT_ACRE;
cout << fixed << showpoint
<< setprecision(3); // Show results
cout << endl << "The area
is " << area << " square feet or ";
cout << acres << " acres"
<< endl;
return 0;
}
// TriArea - calculates the area of a triangle from surveyor measurements
// Uses the standard formula for the area of a triangle given
the
// length of two sides and the included angle
// Precondition: Angles and lengths of two
sides must be known
// Postcondition: Area of the triangle
in square feet is returned
void TriArea (double back_ANGLE,
// Angle of one side relative to north
double backDistance, // Length of that side
double forward_ANGLE, // Angle of other side relative
to north
double forwardDistance, // Length of that side
double &area)
// The area of the triangle
{
double theta;
// Included angle
double thetaInRadians;
// Included angle in radians
// Determine included angle and convert to radians
theta = forward_ANGLE - back_ANGLE;
thetaInRadians = theta / FULL_CIRCLE *
2 * PI;
// Standard formula for area
area = 0.5 * backDistance * forwardDistance
* sin (thetaInRadians);
return;
}