Prove for a triangle whose side are in AP
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If the sides of a triangle are in AP and the greatest angle exceeds the smallest angle by a show that the sides are in the ratio 1 - X :1: 1 + X where X = √((1- cos a)(7-cos a))
sequences-and-series triangle arithmetic-progressions
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up vote
0
down vote
favorite
If the sides of a triangle are in AP and the greatest angle exceeds the smallest angle by a show that the sides are in the ratio 1 - X :1: 1 + X where X = √((1- cos a)(7-cos a))
sequences-and-series triangle arithmetic-progressions
There is a typo, $X$ should be $sqrt (1 - cos a)/(7 - cos a)$.
– Maxim
Jul 28 at 20:43
Looks related to math.stackexchange.com/questions/2865539/…
– Henry
Jul 28 at 23:36
add a comment |Â
up vote
0
down vote
favorite
up vote
0
down vote
favorite
If the sides of a triangle are in AP and the greatest angle exceeds the smallest angle by a show that the sides are in the ratio 1 - X :1: 1 + X where X = √((1- cos a)(7-cos a))
sequences-and-series triangle arithmetic-progressions
If the sides of a triangle are in AP and the greatest angle exceeds the smallest angle by a show that the sides are in the ratio 1 - X :1: 1 + X where X = √((1- cos a)(7-cos a))
sequences-and-series triangle arithmetic-progressions
asked Jul 28 at 19:30
user579305
363
363
There is a typo, $X$ should be $sqrt (1 - cos a)/(7 - cos a)$.
– Maxim
Jul 28 at 20:43
Looks related to math.stackexchange.com/questions/2865539/…
– Henry
Jul 28 at 23:36
add a comment |Â
There is a typo, $X$ should be $sqrt (1 - cos a)/(7 - cos a)$.
– Maxim
Jul 28 at 20:43
Looks related to math.stackexchange.com/questions/2865539/…
– Henry
Jul 28 at 23:36
There is a typo, $X$ should be $sqrt (1 - cos a)/(7 - cos a)$.
– Maxim
Jul 28 at 20:43
There is a typo, $X$ should be $sqrt (1 - cos a)/(7 - cos a)$.
– Maxim
Jul 28 at 20:43
Looks related to math.stackexchange.com/questions/2865539/…
– Henry
Jul 28 at 23:36
Looks related to math.stackexchange.com/questions/2865539/…
– Henry
Jul 28 at 23:36
add a comment |Â
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There is a typo, $X$ should be $sqrt (1 - cos a)/(7 - cos a)$.
– Maxim
Jul 28 at 20:43
Looks related to math.stackexchange.com/questions/2865539/…
– Henry
Jul 28 at 23:36