If $A$ is real symmetric matrix then
a)does not contain $0$ eigenvalue
b)at least one eignvalue positive.
pick correct statement
1)option a is correct
2)option b is correct
3)both option a and b is correct
If $A$ is real symmetric matrix then
a)does not contain $0$ eigenvalue
b)at least one eignvalue positive.
pick correct statement
1)option a is correct
2)option b is correct
3)both option a and b is correct
Consider $A_1=\begin{bmatrix}{1}&{0}\\{0}&{0}\end{bmatrix},\; A_2=\begin{bmatrix}{-1}&{0}\\{0}&{-1}\end{bmatrix}.$