The calculator tool used for finding the area of triangle is called as area of the triangle calculator. Triangle is a geometric figure in math which has three sides. The area of the triangle can be calculated with the length of its base side b and the corresponding height h. Area = 1/2 (b) * h.
Example 1: Find the area of the triangle which has base side of length 6 cm and height of length 5 cm?
Given are length of the side a and height of the triangle h.
The area of the triangle is = 1/2 *(b)* h. The value of a = 6 cm, h = 5 cm.
This makes the solution = 1 /2 * 6 cm * 5 cm = 15 square cm.
Therefore, area of the given triangle is 15 square cm.
Example 2: Find the area of the triangle which has base side of length 10 cm and height 12 cm?
Given are length of the side a and height of the triangle h.
The area of the triangle is = 1/2 *(b)* h. The value of a =10 cm, h = 12 cm.
This makes the solution = 1 /2 * 10 cm * 12 cm = 60 square cm.
Therefore, area of the given triangle is 60 square cm.
Example 1: Find the area of the triangle which has base side of length 6 cm and height of length 5 cm?
Given are length of the side a and height of the triangle h.
The area of the triangle is = 1/2 *(b)* h. The value of a = 6 cm, h = 5 cm.
This makes the solution = 1 /2 * 6 cm * 5 cm = 15 square cm.
Therefore, area of the given triangle is 15 square cm.
Example 2: Find the area of the triangle which has base side of length 10 cm and height 12 cm?
Given are length of the side a and height of the triangle h.
The area of the triangle is = 1/2 *(b)* h. The value of a =10 cm, h = 12 cm.
This makes the solution = 1 /2 * 10 cm * 12 cm = 60 square cm.
Therefore, area of the given triangle is 60 square cm.
