The Area of a triangle where sides are 4cm, 13cm, 15cm
Use Herons's formula
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★ Assumption Needed:-
Let the sides be,
- ➾ Side a = 4 cm
- ➾ Side b = 13 cm
- ➾ Side c = 15 cm
★ To Calculate:-
- ➾ Area of the triangle
★ To Use:-
~Heron's formula
◼ Semi-perimeter
Where,
- ➾ a = 4 cm = Length of side a
- ➾ b = 13 cm = Length of side b
- ➾ c = 15 cm = Length of side c
◼ Area of the triangle
Where,
- ➾ s = semi-perimeter
- ➾ a = 4 cm = Length of side a
- ➾ b = 13 cm = Length of side b
- ➾ c = 15 cm = Length of side c
★ Calculating:-
Step1: First we need to find the semi-perimeter so we will substitute the values in the formula. [ Semi-perimeter = a + b + c/2 ]
Step2: Now to calculate the triangle area, we will again use the formula and substitute the values. [ Area of triangle = √s ( s - a ) ( s -b ) ( s - c )]
★ Answer:-
- The area of the triangle is 24 cm².
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