Oscillatory Motion and Sound Intensity Equations Quiz

What is the function for the periodic quantity y(t) with a mean level of 10, amplitude of 5, period of $\pi$, and phase constant of 3?

What is the maximum value of y for the function $y(t) = 5\sin(2t+3)+10$?

What is the period of the oscillatory motion described by $y = 4 \sin (4\pi t-6)+7$?

What is the mean level of the oscillatory motion described by $y = 4 \sin (4\pi t-6)+7$?

What is the mean level of the oscillatory motion described by $y= 10 ext{ cos} (10 ext{π}t-10)-10$?

What is the maximum speed of the particle in oscillatory motion described by $v(t) = 3 ext{ sin} (2 ext{π}t- ext{π}/3)+ 1$?

What is the minimum speed of the particle in oscillatory motion described by $v(t) = 3 ext{ sin} (2 ext{π}t- ext{π}/3)+ 1$?

What is the velocity of the particle at $t=1/6$ in oscillatory motion described by $v(t) = 3 ext{ sin} (2 ext{π}t- ext{π}/3)+ 1$?

What is the amplitude of the particle in oscillatory motion described by $v(t) = 6 ext{ sin} (2 ext{π}t- ext{π}/3)+ 2$?

What is the angular speed of the particle in oscillatory motion described by $v(t) = 3 ext{ sin} (2 ext{π}t- ext{π}/3)+ 1$?

What is the initial phase constant of the particle in oscillatory motion described by $v(t) = 3 ext{ sin} (2 ext{π}t- ext{π}/3)+ 1$?

What is the amplitude of the sound intensity described by $I= 5 ext{ cos} (2 ext{π}t/3- ext{π}/2) + 55$ dB?

What is the maximum intensity of the sound intensity described by $I= 5 ext{ cos} (2 ext{π}t/3- ext{π}/2) + 55$ dB?

What is the minimum intensity of the sound intensity described by $I= 5 ext{ cos} (2 ext{π}t/3- ext{π}/2) + 55$ dB?

What is the amplitude of the affection model described by $L=10 ext{ cos}( ext{π}t/2 + ext{π}/2 )+ 5$?