Problem 2: Calculating area of a triangle from the given vertices Consider a triangle with the following vertices: A(1, 31). B(x2, y2), and C(x3, Y3). The area of a triangle for the given vertices can be calculated using the following equation: ==—=|T1(Y2 − Y3) + £2(Y3 − Y₁) +£3(Y1 − Y2)| Area = a. Write a void function that accepts the vertices of triangle, calculates the area of that triangle using the above equation and prints the result at the console (without returning anything). b. Write a similar function like (a), but instead of printing the area of a traingle from within the function it returns the value of the calculated area. c. Write a program to calculate the area of a triangle with the following vertices: A(-1,2), B(2, 3), C(4, -3). Use both functions defined in (a) and (b). Make sure, the calculated area from function (b) should be displayed at the console also.
Problem 2: Calculating area of a triangle from the given vertices Consider a triangle with the following vertices: A(1, 31). B(x2, y2), and C(x3, Y3). The area of a triangle for the given vertices can be calculated using the following equation: ==—=|T1(Y2 − Y3) + £2(Y3 − Y₁) +£3(Y1 − Y2)| Area = a. Write a void function that accepts the vertices of triangle, calculates the area of that triangle using the above equation and prints the result at the console (without returning anything). b. Write a similar function like (a), but instead of printing the area of a traingle from within the function it returns the value of the calculated area. c. Write a program to calculate the area of a triangle with the following vertices: A(-1,2), B(2, 3), C(4, -3). Use both functions defined in (a) and (b). Make sure, the calculated area from function (b) should be displayed at the console also.
C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter13: Structures
Section: Chapter Questions
Problem 4PP
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![Problem 2: Calculating area of a triangle from the given vertices
Consider a triangle with the following vertices: A(1, ₁), B(x2, y2), and C(23, Y3).
The area of a triangle for the given vertices can be calculated using the following equation:
1==1/1/2₁(22)
Area =
-Y3)+2(Y3Y₁) + 3(y₁ - y2) |
a. Write a void function that accepts the vertices of triangle, calculates the area of that triangle using the above equation and prints the result at the console
(without returning anything).
b. Write a similar function like (a), but instead of printing the area of a traingle from within the function it returns the value of the calculated area.
c. Write a program to calculate the area of a triangle with the following vertices: A(-1,2), B(2, 3), C(4, -3). Use both functions defined in (a) and (b). Make sure,
the calculated area from function (b) should be displayed at the console also.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3320d3bf-93d3-4846-82d2-0ee40c089f86%2Fdf94c377-f0e8-4ce2-994c-88b28cf9bf57%2Fp3njhfr_processed.png&w=3840&q=75)
Transcribed Image Text:Problem 2: Calculating area of a triangle from the given vertices
Consider a triangle with the following vertices: A(1, ₁), B(x2, y2), and C(23, Y3).
The area of a triangle for the given vertices can be calculated using the following equation:
1==1/1/2₁(22)
Area =
-Y3)+2(Y3Y₁) + 3(y₁ - y2) |
a. Write a void function that accepts the vertices of triangle, calculates the area of that triangle using the above equation and prints the result at the console
(without returning anything).
b. Write a similar function like (a), but instead of printing the area of a traingle from within the function it returns the value of the calculated area.
c. Write a program to calculate the area of a triangle with the following vertices: A(-1,2), B(2, 3), C(4, -3). Use both functions defined in (a) and (b). Make sure,
the calculated area from function (b) should be displayed at the console also.
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