find b if v=<1/5,b> is a unit vector
find \[\|v\|\]
What is v?
v isn't given. that is all the question states
how do i find IIvII if i don't know b?
the same way you would do it if you did know b
I agree ^-^ because it is asking the sam thing kinda
\[\|<\alpha,\beta>\|=\sqrt{\alpha^2+\beta^2}\]
ok and set that equal to zero and solve for b?
no...set equal to 1...it is supposed to be a unit vector
solve \[\|<1/5,b>\|=\sqrt{(1/5)^2+b^2}=1\] for b
so would it be 4/5?
no
1/5 squared is 1/25
square root of that is 1/5
subratct that from 1
\[\sqrt{(1/5)^2+b^2}=1\] \[(1/5)^2+b^2=1\] \[b^2=1-(1/5)^2=1-1/25=24/25\] \[b=\pm\sqrt{24/25}\]
zarkon when you are done here can you see if you know this http://openstudy.com/groups/mathematics#/groups/mathematics/updates/4e6832ed0b8b4a2b95c7826f
because i don't
my math lab says that b is wrong?
so what does math lab say?
sorry it was right, i just typed it in wrong
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