A car driver makes a journey in a straight line from A to B, starting from rest. The speed of the car i a maximum, then decreases until the car is at rest at B. The distance travelled by the car t seconds after leaving A is 0.0000117(400t³ - 3t*) metres. (1) Find the distance AB. (ii) (iii) Find the maximum speed of the car. Find the acceleration of the car (a) as it starts from A, (b) as it arrives at B. (iv) Sketch the velocity-time graph for the journey. int and moves towards a point A on the line.
A car driver makes a journey in a straight line from A to B, starting from rest. The speed of the car i a maximum, then decreases until the car is at rest at B. The distance travelled by the car t seconds after leaving A is 0.0000117(400t³ - 3t*) metres. (1) Find the distance AB. (ii) (iii) Find the maximum speed of the car. Find the acceleration of the car (a) as it starts from A, (b) as it arrives at B. (iv) Sketch the velocity-time graph for the journey. int and moves towards a point A on the line.
Chapter3: Polynomial Functions
Section3.5: Mathematical Modeling And Variation
Problem 7ECP: The kinetic energy E of an object varies jointly with the object’s mass m and the square of the...
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