Heron's formula says that the area
A = √(s(s-a)(s-b)(s-c))
So it appears that the smallest side is 10, so
10h/2 = 1344
if the difference of the semi perimeter and the sides of triangle are 60m, 13m and 10m and the area of the triangle is 1344 m^2
Find the height of the triangle corresponding to the smallest sides of triangle
Very very urgent
2 answers
So what's the use of this line
difference of the semi perimeter and the sides of triangle are 60m, 13m and 10m
difference of the semi perimeter and the sides of triangle are 60m, 13m and 10m