Use the graph below to answer the question that follows:
It is fx 2 cos x-pi/2
when u are evaluating the graph, u take some points on it for cross verification eg: when x=0 on the graph,y=2 similarly x=pi/2, y=0 substitute them in the options, u will get answer
I am not sure?
U know where the amplitude is and period is , it is cos because it is not starting from 0 and positive 2 because if its -2 then the graph would be flipped
take a point (0,2) substitute x=0 in options answer should be y=2 cospi/2=cos(-pi/2)=0 sinpi/2=1 sin(-pi/2)=-1 find where y becomes 2 when x=0
but given (x-pi/2) in the equation, so it should be other way around
So is it \[f(x)=2\cos(x-\pi/2)\]
no answer should be sine
it is B
\[f(x)=-2\sin(x-\pi/2)\]
yaa right
Standard form of cosine function: y=Acos(Bx-C), with A=amplitude, Period=2π/B, phase-shift=C/B use it in your question
So it is what?
@Loser66
here A=-4 B=3 C=pi so substitute them in the above formula
This
what si question here i cant see it
No that is for the equation you gave me
@Loser66
The answer is D, thanks @Loser66
why thanks me?? I did nothing for you,
What cosine function represents an amplitude of 3, a period of π, no horizontal shift, and a vertical shift of 2? (5 points) f(x) = 2 cos 2x + 3 f(x) = 3 cos πx + 2 f(x) = 2 cos πx + 3 f(x) = 3 cos 2x + 2
it is C i think not D @gamer456148
@Loser66 Is it C?
which question???
to me, it's D
amplitude is negative in the question, isnot it???
sorry i think we should take mod for anser pardon me
@Loser66
@minoz for the previous question, I chose D because of the vertical phase shift D=1, If you choose C, (because of the amplitude -3, right? if it is so, I don't know how to say. Because I was taught that amplitude = 1/2 (max +min), therefore, no matter what the sign of A is, the amplitude is ALWAYS positive), then how do you explain for D =+1 while in C option, D =-1??? @gamer456148 I guess!!! you are not sure about what you learn for this kind of problem. You ask many questions (or your homework) about this. All of them are same topic. Can you try one? if you were wrong, we can help you correct. If I help you do your homework, who get the stuff? you or me?? think of it. the answer for the last question is D
#5 is D and #6 is D
those are my choices.
This one is D
And this one
yup
I think it is \[-8/\pi\]
@minoz
(f(2pi)-f(pi))/(2pi-pi)=(-4-4)/pi=-8/pi u r right
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