The motion of a grizzly bear stalking its prey, walking left and right of a fixed point in feet per second, can be modeled by the motion of a particle moving left and right along the x-axis according to the following acceleration equation:
a(t)=-sint-1/3
(a) Find the velocity function that represents the bear's motion.
(b) Determine how fast the bear was traveling at t = 7 seconds.
(c) In what direction is the bear traveling at t = 5 seconds? Why?
(d) How far does the bear walk during the first 10 seconds?

Question

The motion of a grizzly bear stalking its prey, walking left and right of a fixed point in feet per second, can be modeled by the motion of a particle moving left and right 	along the x-axis according to the following acceleration equation:
a(t)=-sint-1/3
	(a)	Find the velocity function that represents the bear's motion.
	(b)	Determine how fast the bear was traveling at t = 7 seconds.
	(c)	In what direction is the bear traveling at t = 5 seconds?  Why?
	(d)	How far does the bear walk during the first 10 seconds?

anonymous · Answer

answer is a  i had the same question

anonymous · Answer

Its not multiple choice is has multiple parts to answer.

anonymous · Answer

what

anonymous · Answer

oh

anonymous · Answer

far does the bear walk during the first 10 seconds
Determine how fast the bear was traveling at t = 7 second
the velocity function that represents the bear's motion.

anonymous · Answer

walk of bears 17 ins 6 ft to 8ft

anonymous · Answer

How do I find the velocity function?

anonymous · Answer

Identify the velocity equation that represents the bear's motion. 
In what direction is the bear traveling at t = 5 seconds?      
 Determine how fast the bear was traveling at t = 7 seconds.

anonymous · Answer

make sense

anonymous · Answer

bye