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Interpreting graphs of functions
Correct answers only thank you very much
A weight is attached to a spring, which moves up and down as a function of time.

p(t) gives the position of the weight at time (t). Position is in centimeters, and time is in seconds.

Complete the following sentences based on the graph of the function.

15 points

Interpreting graphs of functionsCorrect answers only thank you very muchA weight is attached to a spring which moves up and down as a function of timept gives t class=
Interpreting graphs of functionsCorrect answers only thank you very muchA weight is attached to a spring which moves up and down as a function of timept gives t class=

Respuesta :

rvkacademic

Answer:

  • non-linear
  • 40
  • 1/2

Step-by-step explanation:

  • This is a non-linear function specifically it is an oscillating function
  • The initial position of the weight occurs at t=0 and from the graph we see that at t=0, the weight position is 40 centimeters
  • The weight is said to reach equilibrium when its position is at 0 cm. From the graph we can see that the function first reaches 0 cm at t=0.5 seconds or at t= 1/2 second

valentinaiiss
Answer: non-linear 40 1/2 Step-by-step explanation: This is a non-linear function specifically it is an oscillating function The initial position of the weight occurs at t=0 and from the graph we see that at t=0, the weight position is 40 centimeters The weight is said to reach equilibrium when its position is at 0 cm. From the graph we can see that the function first reaches 0 cm at t=0.5 seconds or at t= 1/2 second

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