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a) $z=x./y$ means that you divide each component of the $x$ vector by the corresponding component of the $y$ vector in order to get $z$.

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e.g. divide the first element of $x$ by the first element of $y$ and so on.

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b) $a=z./z$ so you divide each component of $z$ by itself.

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What is the value of $z$? 

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({a/f}, {b/g}, {c/h}, {d/j})

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({a/f}, {b/g}, 0, {d/j})

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({a/f}, {b/h}, {-2}, {d/j})

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{a/g + b/h + c/h + d/j}  

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What is the value of $a$?

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({a/f}, {b/g}, {c/h}, {d/j})

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(1, 1, 1, 1)

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4

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(1, 1, {c/h}, 0)

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>> x =  [{a}, {b}, {c}, {d}] ;
>> y =  [{f}, {g}, {h}, {j}] ;
>> z = x./y
>> a = z./z

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Question 5 of CBA1;  Testing vector operations.

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