Find an example disproving that II(any real #)XII (as in the length of any vector X where length and height are multiplied by any real number) is equal to (any real #)IIXII (as in any real number multiplied by the overal length of the vector X).
For example the vector <3,4> has a length of 5 multiplied by the real number 2 is = 10. And the vector <6,8> (as in the previous vector multiplied by 2) has a length of 10 also. But I need an example where that is not true.
here is a link to the questions it is # 13
thanks a lot