Answer this question
Attachments:

Answers
Answered by
1
m+1/m =2
square on both sides,
(m +1/m)^2 = 2^2
m^2+1/m^2 +2( m*1/m) = 4
m^2 + 1/m^2+2=4
m^2+1/m^2 =4-2 =2
then, m^2+1/m^2 =2
again square on both sides,
(m^2 + 1/m^2)^2 = 2^2
m^4 +1/m^4 + 2(m^2 * 1/m^2)=4
m^4+1/m^4 = 4-2
m^4+1/m^4 =2
hence proved
square on both sides,
(m +1/m)^2 = 2^2
m^2+1/m^2 +2( m*1/m) = 4
m^2 + 1/m^2+2=4
m^2+1/m^2 =4-2 =2
then, m^2+1/m^2 =2
again square on both sides,
(m^2 + 1/m^2)^2 = 2^2
m^4 +1/m^4 + 2(m^2 * 1/m^2)=4
m^4+1/m^4 = 4-2
m^4+1/m^4 =2
hence proved
Answered by
1
hope it helps you!
thanks..
thanks..
Attachments:

Similar questions