Consider the function y = -2-3cos(x+pi). What effect does the -2 have on the original graph?
@CGGURUMANJUNATH
vertical shift down two units horizontal shift right two units horizontal shift left two units vertical stretch by factor of 2
I think its B?
@Nurali
i think ur answer is correct.
ok
@AntarAzri
anyone else think its B?
y-Intercept ?
it has to be one of the options
\(cos(x+1\pi)=0\) ?
sorry about the : \(1\pi\)
its ok umm I don't know what you mean with the equation I haven't gotten into that yet or well at least they haven't taught me that
vertical shift down two units horizontal shift right two units horizontal shift left two units vertical stretch by factor of 2
do you know it?
Let me investigate
ok btw I'm taking a timed practice set of problems and have three minutes for this question so..
Btw, I'm not in exam and i have a lot of time to think about science
Might help you : http://www.wolframalpha.com/input/?i=Plot%28y+%3D+-2-3cos%28x%2Bpi%29%29
okayyy so it would be A?
@AntarAzri
time moves fast in the real world btw
@wolf1728
anyone know trig?
I made some graphs of the equation They are in this order -2 equation unchanged -3 in place of the -2 -1 in place of the -2
so vertical shift down 2 units?
I'm looking at these right now -2 the maximum is 1 min -5 -1 the maximum is 4 min -2 -3 the maximum is 6 min 0
ok well while you look I have one last question for the day "Which function's graph has asymptotes at values x = +/- npi? 1. y = csc x 2. y = tan x 3. y = cos x 4. y = cot x 1 only 2 only 1 and 3 only 1 and 4 only I think its either 1 or 1 and 3 only
@AntarAzri
GEEZ - I have graphs of all 6 trig functions but it asks for asymptotes at +/- PI?
+/- NPi
and what is NPi ??
integer times pi on x axis
GEEZ can't they just ask for degrees ??????????????
I think like 2pi
So they want it in radians? They could have said that!!
lol I know
so what do u think? 1 only? 1 and 4 maybe?
I'll post the max and min of each OR here's a link to the graphs: http://1728.org/trigtutr.htm
You'll have to scroll to the bottom.
ok umm they all deal with degrees and numbers I'm looking for the ones with pi
So would 1 PI be 57.2957795131 ??
I guess
It appears that the asymptotes appear at 0° 90° 180° 270° and 360° I don't think any of those have a neat integer value of PI do they?
Join our real-time social learning platform and learn together with your friends!