The derivative of the function b is given by b′(t)=8e0. 2cost, and b(2. 2)=4. 5. If the linear approximation to b(t) at t=2. 2 is used to estimate b(t), at what value of t does the linear approximation estimate that b(t)=9 ?

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With any turning vehicle, the rear wheels follow a shorter path than the front wheels. the longer the vehicle is, the greater the difference will be. truck drivers initially swing out before making a turn. what isn't shown in this illustration is as car straightens out, the front wheels must travel a greater distance and the tail end drags on the shortest path.