f(x)=-1/4(x^5+2x^4-15x^3-40x^2+4x+48)

dani143

New member
Joined
Oct 18, 2013
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7
find the x-intercepts
symmetry
max and min points
slope of function

find the equation of :
secant from x=-3 to x=2
tangent at x=1
 
f(x)=-1/4(x^5-x^4-13x^3+x^2+48x+36)

SORRY .... ok so i plug in numbers at f(x) and after finding F(x)=0
i got the x-intercepts which are x=3(order2), -2(iorder2), and -1
but i dont know how to get y-intercept
 
the increase is xE(-2,-1.5)u(1,3)
the decrease is xE(-1.5,1)u(3,infinity)

positive(above x-axis|) are xE(-infinity,-1)
negative (below x-axis) are xe(-1,infinity)
 
i dont know the slope of function... all i know is slope is y=delta y/ delta x

please help with findin the functions symmetry and slope.. thank you
 
i dont know the slope of function... all i know is slope is y=delta y/ delta x

please help with findin the functions symmetry and slope.. thank you
To examine the symmetry, start by examining the graph.

To find the equation for the "slope at a point", find the derivative. ;)
 
SORRY .... ok so i plug in numbers at f(x) and after finding F(x)=0
i got the x-intercepts which are x=3(order2), -2(iorder2), and -1
but i dont know how to get y-intercept
It's hard to believe you can't get the y intercept. The graph crosses the y- axis when x= 0. What is y when x= 0?
 
One last thing.. is my answer for increase and decrease, + AND - Right? ??
 
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