What are the relative minimum and relative maximum values over the interval [−4,4] for the function shown in the graph? I'll add the graph below.
@Vocaloid
the relative minima is the lowest value the graph reaches - so those two bottom peaks [you will have to estimate a decimal value]
|dw:1518107613145:dw|
relative maxima is that peak in the middle
let me know if you're having trouble estimating the values (doesn't need to be exact just reasonable)
okay. i'd say like -39ish?
it's a little closer to 32 than 40 so it's probably closer to -36 or -35
oh ok i see now it's one of choices as well so that must be it
and if we look at the x-coordinate, it's a bit to the left of -3, so -3.2 ish so (-3.2,-35) is an estimate
and that would be for relative minimum
wait are they only giving you one-coordinate?
if they're only giving one coordinate then yeah, they're both the same y-value which is -35 or -36
yes, i'm leaning towards relative min: -36 relative max: 64
good, that sounds right to me ^^
cool! thx :)
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