A particle travels on a curve given parametrically by (cos(2t), sin(3t)) where t is in seconds. Describe the motion of the particle on the interval [0,3] When does the particle first cross the y-axis? Set up a trigonometric equation and solve for t exactly. When does the particle first change direction? Find the exact a. b. C. value for t. d. e. f. Find the speed of the particle at t = 1 second Find the slope of the tangent line to the parametric curve at t = 4 seconds. Find a parametric representation of the tangent line (ray) at t = 4 seconds.

Q: For the sine wave, Find: Peak Value. 5 Instantaneous value at t=2 and t=3. -5 y - 2 £ 4 6 87 €

A: The figure of the sine wave is given.The peak value is the highest value of the sine wave The peak…

Q: Make a sine wave with the given amplitude, period or frequency, and phase shift. Use the form y = A…

A:

Q: State the value of k in the equation of a sinusoidal function, if it's period is 100. 18 5 36000 1…

A:

Q: Find a cosine equation of the given sinusoidal function. JY

A: we have to find out cosine equation of given sinusoidal function

Q: 2. When a pendulum 0.5 m long swings back and forth, its angular displacement from rest position, in…

A: We have to find the value of t ( time ) in seconds.

Q: Determine the period of the given function. y = -3 sin 8x + 2 ... O A. 8 O B. I O C. 3 O D. - 4

A:

Q: Make a sine wave model of a musical note with a frequency of 340 cycles per second. Use an amplitude…

A: Find your answer below

Q: 7. A sound wave is modeled by the curve y = 3 sin 4x. What is the period of this curve? 4. 3.

A: y=3sin4x

Q: Find the amplitude and period of the function. 3 y cos 3x %| 2

A: