How find find y and x intercepts for the function, x^5+x^2-4X^3-4?
\[X ^{5}+X ^{2}-4X ^{3}-4\]
if im not mistaken your y int is -4 and for the x intercept id recommend graphing it. you should have 5 x intercepts and the reason your y int is -4 is because you set all the xs to zero
yes the y intercept is -4
but how do you get the x intercept algebraically
you would have to factor the equation and find all the solutions
how do you do that? please help!
look at that pretty sure you would have to use synthetic division
is there another way to do it or no?
www.mathportal.org/calculators/solving-equations/polynomial-equation-solver.php?val1=x^5-4x^3plusx^2-4&val2=0&val3=%7Bx%7D^%7B5%7D-4%7Bx%7D^%7B3%7Dplus%7Bx%7D^%7B2%7D-4%3D
oh alright thank u!!
no problem
one of the x-intercepts is -1 so start of by dividing the polynomial by x+1
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