Question: Question 6 . Answer: a(t) = aTT + aNN where aT = and aN =0 Question 7 1' An object has the velocity vector function

vector function 53(t) = (5,15e5t,8t+ 1) and initial position F(0) = (

4, 6, 5) A) Find the vector equation for the object's position.

m>= B) Find the vector equation for the object's acceleration. a\"): 0

Question 8 v Find the limit. Enter DNE if the limit does

Question 6 . Answer: a(t) = aTT + aNN where aT = and aN =0 Question 7 1' An object has the velocity vector function 53(t) = (5,15e5t,8t+ 1) and initial position F(0) = ( 4, 6, 5) A) Find the vector equation for the object's position. m>=<:1> B) Find the vector equation for the object's acceleration. a\"): <: r:> 0 Question 8 v Find the limit. Enter DNE if the limit does not exist. (w,y)>(0,0) :22 + 11y2 \f

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