The sides of a triangle are 11cm 60cm and 61cm find length of it's lon

1.	The sides of a triangle are 11cm 60cm and 61cm find length of it's longest altitude
Answer» ANSWER: area of the TRIANGLE by herons formula is LET the SIDES be a,b.c so a+b+c/2=n $\sqrt{<klux>X</klux>}$ here x =n×(n-a)×(n-b)×(n-c) so the area by herons formula will be 330 sqcm Step-by-step explanation:area =altitude×corresponding side side=11 altitude=60 longest altitude=60cm

The sides of a triangle are 11cm 60cm and 61cm find length of it's longest altitude

Answer»

area of the TRIANGLE by herons formula is LET the SIDES be a,b.c so a+b+c/2=n $\sqrt{<klux>X</klux>}$ here x =n×(n-a)×(n-b)×(n-c) so the area by herons formula will be 330 sqcm

Step-by-step explanation:area =altitude×corresponding side

side=11 altitude=60

longest altitude=60cm

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The sides of a triangle are 11cm 60cm and 61cm find length of it's longest altitude

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