Question

Find the area of triangle whose sides are 10000 , 20000 , 30000. using Herons Formula.​

Answer 1

A triangle its sides 10000, 20000, 30000 respectively.

$s = a + b + c \div 2$

s = 10000 + 20000 + 30000 /2

s = 60000/2

s = 30000

or, ( s-a ) = 30000 - 10000 = 20000

or, ( s-b ) = 30000 - 20000 = 10000

or, ( s-c ) = 30000- 30000 = 0

Area of triangle by Heron's formula =

s(√s-√a)(√s-√b)(√s-√c)

or, √30000•√20000•√10000•0

or, √30000 × √20000 × √10000

or, (√3×√100^2) (2√ × 100^2 ) 100^2

or, √3×√2 × 100 × 100 × 100

or, 1000000√6 cm^2

Area of triangle is 1000000√6 cm^2

Answer 2

Answer:

area of triangle is 0unit^2

HOPE IT HELPS you