I have the example below which produces 10 cycles a = Sin[10 x] Plot[a, {x, 0, 2 Pi}]
What Type of signal would I need to add/multiple/divide to reduce it's signal/frequency to 5 cycles? I know I can just change the number 10 to 5 but I need to combine it with another signal. what mathematical operation/signal do I need to use.
> I have the example below which produces 10 cycles > a = Sin[10 x] > Plot[a, {x, 0, 2 Pi}]
> What Type of signal would I need to add/multiple/divide to reduce it's > signal/frequency to 5 cycles? I know I can just change the number 10 > to 5 > but I need to combine it with another signal. what mathematical > operation/signal do I need to use.
> tia sal2
I wonder what course you are taking - do we get to share your marks!
Seriously, what is the point in asking others to do your homework!
On 11/7/09 at 6:51 AM, ratull...@gmail.com (Rick T) wrote:
>I have the example below which produces 10 cycles >a = Sin[10 x] >Plot[a, {x, 0, 2 Pi}] >What Type of signal would I need to add/multiple/divide to reduce >it's signal/frequency to 5 cycles? I know I can just change the >number 10 to 5 but I need to combine it with another signal. what >mathematical operation/signal do I need to use.
On 7 Nov, 11:50, Rick T <ratull...@gmail.com> wrote:
> Greetings All
> I have the example below which produces 10 cycles > a = Sin[10 x] > Plot[a, {x, 0, 2 Pi}]
> What Type of signal would I need to add/multiple/divide to reduce it's > signal/frequency to 5 cycles? I know I can just change the number 10 > to 5 > but I need to combine it with another signal. what mathematical > operation/signal do I need to use.
> tia sal2
With a continuous, cyclic function it's a bit trivial:
a = Sin[10 x]; aim = Sin[5 x]; factor = (a + aim)/a - 1; Plot[a*factor, {x, 0, 2 \[Pi]}]
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