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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. · The graph is a linear, nonlinear, or constant function. · The initial position of the weight is _ centimeter(s). · The weight first reaches equilibrium when t = _ second(s). Note: We say that the weight is at equilibrium whenever p(t)=0 cm and we say that the initial position of the block is its position when t=0s PLZ help me look at the picture for the graph plz answer ASAP thank you

A weight is attached to a spring, which moves up and down as a function of time. p-example-1
A weight is attached to a spring, which moves up and down as a function of time. p-example-1
A weight is attached to a spring, which moves up and down as a function of time. p-example-2
User Tat
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5.8k points

2 Answers

7 votes

Answer:

the answer is in the photo ^^

Explanation:

the correct thing is there for confirmation ;)

A weight is attached to a spring, which moves up and down as a function of time. p-example-1
User Dmitry Dubovitsky
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5.7k points
4 votes

Answer:

This graph is nonlinear

The initial displacement of the weight is 40cm

The weight first returns to equilibrium when t=1/2

Explanation:

thats the answer i only had time to give not to explain

User SimpleButPerfect
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5.1k points