if one of the members of the pythagorean triplet is 2
a)m,m square+1
sudeeptolodh786:
it would be 2m , m square +1 instead of m,m square + 1 which means 2 carry the criteria m square - 1 according to this we can solve other members
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Answer:
other members are 1.73(approx) and 3.99(approx)
Step-by-step explanation:
it would be 2m , m square +1 instead of m,m square + 1 which means 2 carry the criteria m square - 1 according to this we can solve other members
we know that in a phythagorus theorem ,
(2m)^2 + (m^2 - 1)^2 = m^2+1
according to this one member is 2
let do by m^2 - 1
m^2 - 1 = 2
m^2 = 3
m = 1.73(appox)
then others are
2m = 2(1.73(appox)) = 3.46(approx)
m^2 + 1 = 1.73(approx)^2 + 1 = 3.9929(approx) or 3.99(approx)
so all members are 1.73(approx) and 3.99(approx)
then others are,
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