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Hi! This problem has also been giving me trouble. I am looking for either hints or a solution to this problem. Everything is greatly appreciated. Thank you!
Below is the graph of
, where , , and are positive, and is as small as possible. Find .[asy]
import TrigMacros;
size(400);
real g(real x)
{
return -2*sin(2*(x/3 + pi/4))+1;
}
trig_axes(-3*pi,3*pi,-2,4,pi/2,1);
//layer();
rm_trig_labels(-5, 5, 2);
draw(graph(g,-3*pi,3*pi,n=700,join=operator ..));
label("$1$",(0,1),W);
[/asy]
Thank you! I got the answer!
Can someone also help me with this problem?
Below is the graph of
, where , , and are positive, and is as small as possible. Find .[asy]
import TrigMacros;
size(400);
real g(real x)
{
return -2*sin(2*(x/3 + pi/4))+1;
}
trig_axes(-3*pi,3*pi,-2,4,pi/2,1);
//layer();
rm_trig_labels(-5, 5, 2);
draw(graph(g,-3*pi,3*pi,n=700,join=operator ..));
label("$1$",(0,1),W);
[/asy]
Hello... I am having difficulty trying to solve this problem. I would like an answer to it, but an explanation. Thank you!
Below is the graph of
, for some positive constants and . Find .[asy]import TrigMacros;
size(400);
real g(real x)
{
return 3*cos(pi/2 - x/2);
}
trig_axes(-3*pi,3*pi,-4,4,pi/2,1);
layer();
rm_trig_labels(-5, 5, 2);
draw(graph(g,-3*pi,3*pi,n=700,join=operator ..));
label("$1$",(0,1),W);
[/asy]
Pages: 1