Help! Complex zeros! someone check my answer?
@ryanvarghese12790 it says human calculator next to your name, do you have any idea on this question? hah
give us a sec
No problem. My answer selected in the picture is B but i think it is either b or d
@sammyjpod u can use online calculator to solve this
i plugged it into the online calculator and i couldnt figure out what the definite answer is.
i know that x=-1 and x=3 but im not sure about the third answer
X=-1,x=3,x=3,x=3,x=3,
im confused hahah why so many x=3's?
that is what I got 1st solution = X=-1 Then, the rest (second, third, fourth, fifth) was x=3
so out of my answer choices in this question, is mine correct?
@amistre64 hi! is my answer choice correct for this problem?
got to chk bio chat for a sec ... then i can focus on this
okay..how long do you think it will take?
lol, a minute or so prolly.
haha oh okay thats totally fine
can you type in the equation? ill mess it all up if i try to type it in here ...
$^7-11x^6+48x^5-120x^4+225x^3-243x^2-162x+486$
money signs? you were going for a latex shortcut werrent you $$
oops sorry! i copied it out of the desmos graphing calculator website.
i had already typed it in there.
here is a picture of it graphed.
are you able to help? i have some other things to do so i need to finish this practice soon.
@amistre64
the answer was D. thanks.
x^7 -11x^6 +48x^5 -120x^4 +225x^3 -243x^2 -162x +486 | | | | | | 1 2 3 4 5 6 6,4,2,0 positive rational roots, and complex roots -x^7 -11x^6 -48x^5 -120x^4 -225x^3 -243x^2 +162x +486 | 1 negative roots x^7 -11x^6 +48x^5 -120x^4 +225x^3 -243x^2 -162x +486 0 -1 12 -60 180 -405 648 -486 -1| 1 -12 60 -180 405 -648 486 0 so -1 is the only negative root chk x=3 from whats left over 1 -12 60 -180 405 -648 486 0 3 -27 99 -243 486 -486 3 | 1 -9 33 -81 162 - 162 0 0 3 -18 45 -108 162 3| 1 -6 15 -36 54 0 0 3 -9 18 -54 3 | 1 -3 6 -18 0 0 3 0 18 3| 1 0 6 0 x=3 is 4 times this leaves us with x^2+6 to play with
um, as is, its either A or C ... not D
x^2 + 6 = 0 x = +- sqrt(-6)
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