**Top 10 Tips How to Finding Area of a Triangle**

This is the very famous part of the Mathematics and this is very important and here we are talking about the **Finding Area of a Triangle**. There we are catching many tips for Finding Area of a Triangle and applying that for Finding Area of a Triangle. There are many amazing way which is simple and great which can easy to apply and easy to understand and here that all formula is very great and each one can find a Triangle by that formula so you can also apply. Sometimes we are not good in Math and we don’t know the simple tricks how to calculate the area of a triangle but here we have a simple formula.

Just chill and apply that formula because there below all formula is great for you and you calculate the area of triangle very well and there are tricks with different strategy and all are calculating result is same and amazing way to Finding Area of a Triangle. Just relax about the many things because all the strategy is great and simple and easy to apply and found the result.

**Top 10 Finding Area of a Triangle:**

**Choose the three side of the triangle**

There the one of the essential thing firstly you need to choose the three side of the Triangle and it’s depending on you which side you need to choose. So first choose this area and then start to calculating that and there you can follow the theorem which always helping you for Finding Area of a Triangle in a simple way. This is the basic step for Finding Area of a Triangle and easy you can follow that.

**The Formula which you applying for Finding Area of a Triangle**

Area= ½ base*Height (The area of Triangle is always the half of the product of the height and base)

This one is the basic formula for the Finding Area of a Triangle and many students follow this thing so here area which we need to calculate and base is the lower part of the triangle and height is the length of triangle. Here we know only two things for calculating the area. So we adjust the base and height if that is given and any combination of that and calculating which is reaming and is not given.

**Plug in the values for base and height**

Here you need to identify the height and base of the triangle and put that number in the equation. This is the one of the third step where you can find of a Triangle. This is very easy step suppose you have the height is 5cm and the base is 4 cm so put those in the formula like this: 1/2(4cm*5cm). This is the third step which you need to follow if you are Finding Area of a Triangle.

**Solve the equation**

Now here you need to solve these equation and just try to do this because this is very simple we already put the value inside the formula now calculate them. So now we are calculating that like ½(4 cm*5cm), here we firstly multiply the value which is inside the brackets so the after multiply we get the value 4*5=20 now when can multiply that by ½ so we get the value 20/2 and divide that so 20/2=10 then we get the value 10 after solving the equation. This is also a one of the great thing for Solve the equation.

**Using the Length of Each Side (Heron’s Formula)**

This is also a one of the very famous formula for Finding Area of a Triangle and this is the one of the amazing way so by this you can easily Finding Area of a Triangle. Here the formula is different but easy to use by each one so now the formula is: semi-perimeter = (length of side a + length of side b + length of side c) / 2, or s = (a + b + c) / 2. This is also the very famous formula.

**Plug the appropriate values into the formula for finding the area of a triangle**

Here now the term for putting the value inside this Heron’s formula and Finding Area of a Triangle. Here you need to follow the preference of the operator for solving this thing otherwise result will be wrong but this is the one of the very famous and amazing formula for Finding Area of a Triangle.

**Subtract the values in the three sets of parenthesis**

This is also a one of the most important part of the Finding Area of a Triangle and to do this, simply subtract 6 – 3, 6 – 4, and 6 – 5. Here’s what it would look like: 6 – 3 = 3, 6 – 4 = 2, 6 – 5 = 1, Area = √{6 (3)(2)(1)}. Just follow this example and put the value and then calculate like this.

**Multiply the results of all three sets of parentheses together**

There are we near about our result and here this is also a one of the very vital step for Finding Area of a Triangle. Here you need to multiply 3 x 2 x 1 to get 6. This is also near about the last stage and after then in a few minutes you get the result.

**Multiply the previous result by the semi-perimeter**

This is also a one of the very vital step and here multiply the result, 6, by the semi-perimeter, which are also 6. 6 x 6 = 36. Here you found the square root and you get the result 36 which is a perfect square and this is also a one of the very famous things for Finding Area of a Triangle.

**Using One Side of an Equilateral Triangle**

This is also a one of the very famous formula and many people using this for Finding Area of a Triangle. There the formula is: area = (s^2)(√3)/4. Note that s denotes “side.”[3] And this is also a one of the very important formula for Finding Area of a Triangle.