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if cos3A+cos3B+cos3C=1 then which type of triangle is it? A)obtuse B)acute c)right angled triangle D)none of these

Vatsal Koradia , 15 Years ago
Grade 11
anser 2 Answers
SAGAR SINGH - IIT DELHI

Dear student,

COS3B+COS3C+COS3A=1
COS3B+COS3C+COS3A-1=0
COS3(B+C)/2.COS3(B-C)/2-SIN^3A/2=0
SOLVING WE GET
COS3C/2.COS3B/2.COS3A/2=0
EITHER3C/2=
C=/3     THEREFORE TRIANGLE IS ACUTE ANGLED

Last Activity: 15 Years ago
Harditya
The last part is wrong! 3c/2=pi
c=2pi/3
therefore triangle is obtuse
 
Last Activity: 11 Years ago
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