Greetings, This question deals with linear algebra so it sucks here it is!
3a. Given the vector x and the basis B = [b1, b2, b3] of a subpace of R4 determine if x is in the span of B, and if so find the coordinates of x with respect to B and give the coordinate vector [x]B.
x:[1,1,1,-1] b1: [1,0,2,0] b2:[0,1,3,0] b3:[0,0,4,1]
b. Given the basis C = [c1, c2, c3], determine if C is in the span of B. If so write the vector x using the C coordinates. and give the coordinate vector [x]C.
c1:[1,2,-4,-3] c2:[1,3,3,-2] c3:[-1,3,-9,4]

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c. Find the change of coordinates matrix P from B to C.
[x]C = P [x]B

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