Best answer:
Heron's formula:
S = (A + B + C)/2
A = √[S(S - A)(S - B)(S - C)]
For a triangle with sides 118, 152, and 201 ft:
S = (118 + 152 + 210)/2 = 235.5
A = √[235.5 * (235.5 - 118) * (235.5 - 152) * (235.5 - 210)]
A = √[235.5 * 117.5 * 83.5 * 34.5]
A = √79,713,953.4375
A = 8,928.3 ft²
Best answer: Heron's formula:
S = (A + B + C)/2
A = √[S(S - A)(S - B)(S - C)]
For a triangle with sides 118, 152, and 201 ft:
S = (118 + 152 + 210)/2 = 235.5
A = √[235.5 * (235.5 - 118) * (235.5 - 152) * (235.5 - 210)]
A = √[235.5 * 117.5 * 83.5 * 34.5]
A = √79,713,953.4375
A = 8,928.3 ft²