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Mathematics 19 Online
OpenStudy (howard-wolowitz):

MATH

OpenStudy (howard-wolowitz):

@akitav

OpenStudy (howard-wolowitz):

OpenStudy (anonymous):

in form a+bi? multiply and divide by 8+3i ( conjugate of the denominator)

OpenStudy (howard-wolowitz):

I got 52/73 - 17/73i

OpenStudy (anonymous):

remember to use \[(a+b)(a-b) = a^2-b^2\]and \[i^2=-1\]

OpenStudy (howard-wolowitz):

yes

OpenStudy (howard-wolowitz):

what did u get akitav

OpenStudy (anonymous):

absolutely correct :)

OpenStudy (anonymous):

i got the same answer

OpenStudy (howard-wolowitz):

dude were AWESOME!!!!

OpenStudy (howard-wolowitz):

Solve for X:

OpenStudy (howard-wolowitz):

\[x ^{19} -2x ^{18} + 7x ^{17} -12x ^{6} + 6x ^{15} =0\]

OpenStudy (howard-wolowitz):

0,1 and +/- \[\sqrt{6i}\]

OpenStudy (howard-wolowitz):

or its 0,1 and +/- 6i

OpenStudy (anonymous):

the first one 0,1, \[i \sqrt{6}\]

OpenStudy (howard-wolowitz):

you forgot the +/-

OpenStudy (anonymous):

right, Give me one more then I have to go for my class. will be back in two hours

OpenStudy (howard-wolowitz):

ok

OpenStudy (howard-wolowitz):

For the polynomial function ................ find the zeros. Then determine the mutiplicity at each zero and state whether the graph sidplays the behavior of a touch or a cross at each intercept.

OpenStudy (howard-wolowitz):

\[f(x)= x ^{4} -25x ^{2}\]

OpenStudy (anonymous):

zeroes are 0,0,5,-5

OpenStudy (howard-wolowitz):

x = 0, cross; x = −5, cross; x = 5, touch x = 0, cross; x = −5, cross; x = 5, cross x = 0, touch; x = −5, cross; x = 5, cross x = 0, cross; x = −5, touch; x = 5, touch

OpenStudy (anonymous):

crosses the axis at x= 5 and x= -5

OpenStudy (howard-wolowitz):

A. x = 0, cross; x = −5, cross x = 5, touch B. x = 0, cross x = −5, cross x = 5, cross C. x = 0, touch x = −5, cross x = 5, cross D. x = 0, cross x = −5, touch x = 5, touch

OpenStudy (anonymous):

touches at x = 0

OpenStudy (anonymous):

option C

OpenStudy (howard-wolowitz):

ok

OpenStudy (howard-wolowitz):

one more or no

OpenStudy (anonymous):

alright, but really gotta go after this one

OpenStudy (howard-wolowitz):

Find the local and global extrema for the polynomial function f whose complete graph is provided

OpenStudy (howard-wolowitz):

OpenStudy (howard-wolowitz):

No local extrema exist. The local and global extrema are: (-7, 45), (-4, -20), (0, 3), (4, -20) and (7, 45). No global extrema exist. The local and global extrema are: (-4, -20), (0, 3) and (4, -20).

OpenStudy (anonymous):

The local and global extrema are: (-4, -20), (0, 3) and (4, -20).

OpenStudy (anonymous):

extrema means the largest or the smallest value in a bounded neighborhood

OpenStudy (howard-wolowitz):

thxs

OpenStudy (anonymous):

Its been a pleasure :) gotta go now. See you later

OpenStudy (howard-wolowitz):

cya

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