Let V and U be vector spaces over the lield K and let y be of finite d

1.	Let V and U be vector spaces over the lield K and let y be of finite dimension Let TVU be a linear MapProve thatdım V =dimR(T)+dimN(T)
Answer» Answer: love u jaan mcq The head of NAIL hammered mcq The head of nail hammered into the wooden PLANK becomes hot this is because of (a)conversion of K.E into heat energy (B)conversion of P.E into heat energy (c)conversion of chemical energy into heat energy (d)conversion of MECHANICAL energy into heat energy

Let V and U be vector spaces over the lield K and let y be of finite dimension Let TVU be a linear MapProve thatdım V =dimR(T)+dimN(T)

Answer»

Answer:

love u jaan mcq The head of NAIL hammered mcq The head of nail hammered into the wooden PLANK becomes hot this is because of

(a)conversion of K.E into heat energy

(B)conversion of P.E into heat energy

(c)conversion of chemical energy into heat energy

(d)conversion of MECHANICAL energy into heat energy

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Let V and U be vector spaces over the lield K and let y be of finite dimension Let TVU be a linear MapProve thatdım V =dimR(T)+dimN(T)​

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Let V and U be vector spaces over the lield K and let y be of finite dimension Let TVU be a linear MapProve thatdım V =dimR(T)+dimN(T)