Question

how to use heron's formula.
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please don't copy from google.
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use it with example....by clear explanation!
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Answer 1

⭐Hola User_______________

⭐Here is Your Answer....!!!!
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↪Actually welcome to the concept of the AREA OF THE TRIANGLES...!!

↪BaSically when we are provided with the side length of all the sides of The triangle , we use the heron's formula to get the area of the triangle. ..

↪Since the heron's formula is given as

↪Area = Underoot of ( s ( s-a) (s-b) (s-c) )

↪since here above, a,b,c are the length of the sides and "s" here denotes the Semi Perimeter that is

↪S = (a+b+c) ÷ 2

↪here the area may come in the fraction or decimal integer

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Answer 2

Answer:

Step-by-step explanation:

Heron's Formula is used in the Non-Right Angle Triangle.

To find the Area of Triangle by Heron's Formula,

First we find s, which is given by :-

s = ( a + b + c )/ 2

Where a , b & c are the Sides of the Triangle.

After Finding s. We find the Area.

It's Given by;

Area of ∆ = √( s ) (s -a) (s-b) (s-c)

Where , s is given by ( a+b+c)/2

& a , b & c are the sides of the Triangle.