c. Refer to the C++ program in Figure 1.1Gad answer Question 1e (1) - (xi). Otinclude tinclude tdefine border 146 using namespace std; int main () double radiusi, volume1, radius2,volume2; double Totalvolume = 0; const double PI = 3.14; char grade; Totalvolume++; cin >> radiusl » radius2; volumel4.0/3*PI*pow(radius1,3); Totalvolume volume 1; Volume2=4.0/3 PI*pow(radius2,3); Totalvolume + volume2; if (Totalvolume >= 0 66 Totalvolume < border) grade 'p'; else if (Totalvolume >= border) grade - 'p'; cout << endl << endl << Totalvolume « "\t"<
c. Refer to the C++ program in Figure 1.1Gad answer Question 1e (1) - (xi). Otinclude tinclude tdefine border 146 using namespace std; int main () double radiusi, volume1, radius2,volume2; double Totalvolume = 0; const double PI = 3.14; char grade; Totalvolume++; cin >> radiusl » radius2; volumel4.0/3*PI*pow(radius1,3); Totalvolume volume 1; Volume2=4.0/3 PI*pow(radius2,3); Totalvolume + volume2; if (Totalvolume >= 0 66 Totalvolume < border) grade 'p'; else if (Totalvolume >= border) grade - 'p'; cout << endl << endl << Totalvolume « "\t"<
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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- Determine the output of the program when user entered2 and 3 as the input
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b. Write the following formula in C++ language
V = 9a+(3b)-4a
c. Refer to the C++ program in Figure 1.1d answer Question lc (i) - (xi).
tinclude <iostream>
tinclude <cmath>
#define border 146
using namespace std;
int main ()
{
double radius1, volumel, radius2, volume2;
double Totalvolume = 0;
const double PI = 3.14;
ehat grade;
Totalvolume++;
cin >> radiusl >> radius2;
volumel=4.0/3*PI*pow (radius1,3);
Totalvolume += volumel;
Volume2=4.0/3*PI*pow(radius2,3);
Totalvolume += volume2;
if (Totalvolume >= 0 && Totalvolume < border)
grade = 'F';
else if (Totalvolume >= border)
grade = 'P';
cout << endl << endl << Totalvolume « "\t"<<grade;
Figure 1.1
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