Question

Help?

Answer 1

Determine the number of cycles each trigonometric function has in the interval from 0 to 2π. Find the amplitude and period of each function.

Answer 2

y = sin5θ

Answer 3

amplitude=1, period is 2pi/5

Answer 4

how you get that?

Answer 5

also. how many cycles from 0 to 2pi?

Answer 6

5

Answer 7

awesome!

Answer 8

i still dont know how you calculate the periods though :(

Answer 9

amplitude is easy ; )

Answer 10

Can you help me with this one? 2cos4θ

Answer 11

amplitude-2, period-pi/2, cycle-4

Answer 12

how you find the periods?

Answer 13

in how much time the signal will complete 2pi, i.e. one cycle which ic 2pi/4=pi/2

Answer 14

oooh!

Answer 15

so for -5sin2πθ, the amplitude is 6, cycles is 6, and period is pi/3?

Answer 16

btw kinda confused, is the 9 the amplitude of 4cos2θ ?

Answer 17

you don't even have the correct amplitude for the post above.....

Answer 18

which? :o

Answer 19

-5sin2πθ, it is 5, the argument is written incorrect

Answer 20

4cos2θ it is 4

Answer 21

the coefficient of trigonometric term is amplitude

Answer 22

\(\large y=Asin(Bx+C) \)
if the trig function can be written as above,
amplitude = absolute value (A)
period = \(\large \frac{2\pi}{B} \)

Answer 23

B is the number of cycles right?

Answer 24

ya now it must be clear

Answer 25

right

Answer 26

awesome thank you!! :)

Answer 27

awesome welcome

Answer 28

;)