(5) Find the normal vector to the curve r(t)=⟨cos(2t),3t,sin(2t)⟩ as a function of t. (6) Find the value of the limit if

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answerhappygod
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(5) Find the normal vector to the curve r(t)=⟨cos(2t),3t,sin(2t)⟩ as a function of t. (6) Find the value of the limit if

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5 Find The Normal Vector To The Curve R T Cos 2t 3t Sin 2t As A Function Of T 6 Find The Value Of The Limit If 1
5 Find The Normal Vector To The Curve R T Cos 2t 3t Sin 2t As A Function Of T 6 Find The Value Of The Limit If 1 (22.92 KiB) Viewed 12 times
(5) Find the normal vector to the curve r(t)=⟨cos(2t),3t,sin(2t)⟩ as a function of t. (6) Find the value of the limit if it exists. (x,y)→(2,1)lim​x2+3y4xy2​ (7) Find the value of the limit if it exists. (x,y)→(0,0)lim​x2+3y4xy2​
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