Surface Area Of Pentagonal Prism
Program to find volume and surface area of pentagonal prism
A prism that has 5 rectangular faces and two parallel pentagonal bases is a pentagonal prism. So y'all are given the apothem length(a), base length(b) and meridian(h) of the pentagonal prism. you accept to find the surface area and the volume of the Pentagonal Prism.
Examples:
Input : a=3, b=five, h=half dozen Output :area=225, book=225 Input : a=2, b=3, h=5 Output :surface surface area=105, volume=75
In this figure,
a– apothem length of the Pentagonal Prism.
b– base length of the Pentagonal Prism.
h– superlative of the Pentagonal Prism.
Formulas:Below are the formulas for calculating the surface area and the volume of the Pentagonal Prism.
C++
#include <$.25/stdc++.h>
using namespace std;
float surfaceArea( float a, float b, bladder h)
{
return v * a * b + v * b * h;
}
bladder volume( bladder b, bladder h)
{
render (5 * b * h) / 2;
}
int principal()
{
float a = 5;
bladder b = 3;
float h = 7;
cout << "surface expanse= " << surfaceArea(a, b, h) << ", " ;
cout << "book= " << volume(b, h);
}
Java
import java.util.*;
form solution
{
static float surfaceArea( float a, bladder b, float h)
{
return 5 * a * b + 5 * b * h;
}
static float volume( float b, bladder h)
{
return ( 5 * b * h) / 2 ;
}
public static void chief(String arr[])
{
float a = 5 ;
bladder b = 3 ;
float h = 7 ;
Organization.out.println( "surface surface area= " +surfaceArea(a, b, h)+ ", " );
System.out.println( "volume= " +book(b, h));
}
}
Python3
def surfaceArea(a, b, h):
return v * a * b + 5 * b * h
def volume(b, h):
return ( five * b * h) / ii
if __name__ = = '__main__' :
a = 5
b = 3
h = 7
impress ( "surface expanse =" , surfaceArea(a, b, h),
"," , "book =" , volume(b, h))
C#
using System;
class GFG
{
static bladder surfaceArea( bladder a,
float b, float h)
{
return five * a * b + 5 * b * h;
}
static float book( float b, float h)
{
return ( v * b * h) / ii ;
}
public static void Main()
{
float a = 5 ;
bladder b = 3 ;
bladder h = 7 ;
Console.WriteLine( "surface expanse = " +
surfaceArea(a, b, h) + ", " );
Panel.WriteLine( "volume = " +
volume(b, h));
}
}
PHP
<?php
part surfaceArea( $a , $b , $h )
{
return 5 * $a * $b +
five * $b * $h ;
}
function book( $b , $h )
{
return (five * $b * $h ) / 2;
}
$a = five;
$b = three;
$h = 7;
echo "surface surface area = " ,
surfaceArea( $a , $b , $h ) , ", " ;
echo "volume = " , volume( $b , $h );
?>
Javascript
<script>
function surfaceArea( a, b, h)
{
return 5 * a * b + v * b * h;
}
function book( b, h)
{
return (v * b * h) / 2;
}
allow a = five;
permit b = 3;
let h = 7;
document.write( "surface area= " + surfaceArea(a, b, h) + ", " );
document.write( "volume= " + volume(b, h));
</script>
Output:
expanse= 180, book= 52.v
Time complexity: O(1)
Auxiliary Space: O(1)
Surface Area Of Pentagonal Prism,
Source: https://www.geeksforgeeks.org/program-to-find-volume-and-surface-area-of-pentagonal-prism/
Posted by: stilesthicaltat.blogspot.com
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