SOMEBODY PLEASE HELP ME? LAST TWO How can a trigonometric function be chosen to model periodic phenomena with specified amplitude, frequency, and midline? How can the unit circle be used to apply trigonometric functions to all real numbers?
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@hartnn @campbell_st @Nurali
@Oceans @oleg3321 @ganeshie8 @RaphaelFilgueiras
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periodic functions are repetitive. The same things happen at defined intervals... such as ocean tides, the wavelength of different types of light. The sin curve and cos curve have the same repetitive characteristics. so curve such as y = asin(bx) + c has an amplitude a, period 2pi/b and centre line c thats my best guess
@zepdrix @Destinymasha
@campbell_st thats for the first question or second??
thats the 1st...
@Avenged7x @briannaniccole
srry im not familiar with this stuff
okay thank you @Oceans @campbell_st
do you know ,, @camerondoherty @chrgarre12 @digitalmonk @dsood15
do you know how i can "Word" it, how to start off the sentence @campbell_st
y(t)=A.(cos(w.t-kz)), A is the amplitude, w the frequency in radians/s, and k is the wave number(2pi/lambda)
So many tags @_@
well here is an interactive unit circle http://www.mathsisfun.com/algebra/trig-interactive-unit-circle.html it shows that sin is the ratio of y/1 cos is x/1 and tan is the slope of the tangent at the point.. play with it and draw your own conclusions.
how can I word it, I already told my teacher that, and he wants to know how can I word it into words... a sentence. @RaphaelFilgueiras
@Hero @Here_to_Help15 @Nurali
the sin(w(t))=sin(w.(t+T)), were T is equal to 2pi/W, then, the sine function is periodic, if you are using that to model a periodic phenomena, higher W will implie in a small T, so the periodicity is "faster"
how can i start it off?? @RaphaelFilgueiras
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