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find the vector v with the given magnitude and the same direction as u. magnitude: ||v||= 5 direction: u=<3,3> I asked this awhile ago but still didn't understand. Can someone provide a step by step explanation please? Thanks!
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\(\vec v \) has the same direction as \(\vec u\) , can you find the unit vector of \(\vec u\)?
would that be the square root of 18? I know there is another step to solving for it but I don't know it
Hint: unit vector of vector u, namely \(\vec e_u =\dfrac{<3, 3>}{||u||}\)
this vector has the length 1, if ||v|| = 5, just *5 to get \(\vec v\)
so after finding the unit vector I just multiply by 5?
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yes
hmm ok
|dw:1432694200936:dw|
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