V let fr° r be the linear mapping defined by then which of the tollowing no (1,1,1,1) and (-1.0,1.2) torms a basis of ker f (a) (b) (2,1.-1,0) and (1,2,0.1) for

A
Anonymous User
Is F defined in the question?
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Anonymous User
what have you sent is just an arbitrary linear map f
Rakesh kumar
option c to wrong hoga because it is not generated
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Anonymous User
why?
A
Anonymous User
since f is not given, therefore the options 1,2,3 can hold... they are in accordance with rank nullity theorem...see the attachment
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Rakesh kumar
if it is a basis so li as well as generat
A
Anonymous User
I just want to make sure that you understand this question.... but if still have any doubt, I will try to clarify it
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Rakesh kumar
Bhai one element tabhi basis hoga jab o set ke sare element ko generate karega; li to h but generate nahi Kar rha h
Rakesh kumar
nothing is defined
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Rakesh kumar
according to me only a& b may be true
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A
Anonymous User
see this linear map... C is also true
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