If s is a real skew-symmetric matrix, the show that `I-S` is non-singular and matrix `A= (I+S)

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If S is a real skew-symmetric matrix, the show that I-S is non-singular and matrix A=(I+S)(I-S)^-... If S is a real skew-symmetric matrix, the show that I-S is non-singular and matrix A=(I+S)(I-S)^-...
What is a Skew-Symmetric Matrix? What is a Skew-Symmetric Matrix?
let A be a real skew symmetric matrix, I+A is non singular...... let A be a real skew symmetric matrix, I+A is non singular......
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