An animation features an airplane flying in a straight line across the screen from (0, 10) to (45, 160) in 5 seconds. Which parametric equations represent the onscreen path of the airplane?

Respuesta :

Answer:

X(t)= 9t and y(t)= 30t+10

Step-by-step explanation:

Im pretty sure that’s it bc 45/5 is 9 which would be per second how far x is goin up, and 160-10 (the starting point) is 150. 150/5 is 30 so that’s the rate and 10 is the starting point you add to it.

The parametric equations that represents the onscreen path of the airplane are;  x(t)= 9t and y(t)= 30t + 10

How to define Parametric Equations?

Correct answer is; x(t)= 9t and y(t)= 30t + 10

Proving the answer;

At t(0,10), x = 0 and y = 10

Thus;

For X-coordinate;

x(0) = 9(0)

x(0) = 0

Similarly;

For y-coordinate;

y(0) = 30(0) + 10

y(0) = 10

That corresponds with the coordinate t(0, 10).

At t = 5 seconds, we have;

For x-coordinate;

x(5) = 9(5)

x(5) = 45

Similalry, for the y-coordinate;

y(5) = 30(5) + 10

y(5) = 160

That corresponds with (45, 160)

Read more about Parametric Equations at; https://brainly.com/question/10165611

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