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Fun inside-out identity matrix inverse question!
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Easy
Take the identity matrix, make all the 0s into 1s and all the 1s into 0s. What's the inverse (if it has one) :P
BROOOOOOOO QUICK
no inverse
BRO
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Wrong, hahaha
OK WOW fine chill out!!
lol come to think of it (unrelated to the problem as far as I can tell), this inside out matrix if we call it A then we have: \[A+I=B\] then B is not invertible. Since we know B is not invertible and I is invertible does that mean A is invertible always?
hahaha wow really nice! i think the inverse is the negative of the original matrix
BRO i got it chill out
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u want me to just find the inverse of this right easy peasy
|dw:1456268300099:dw|
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