it wants me to graph this equation on a graph

it wants me to graph this equation on a graph

Find p(x) = 3x^2-4 and r(x)= 2x^2 -5 +1, find each value. 1. p(8a) 2. -5r(2a) 3. p(x^2-1)

SOLVE THIS PLEASE POLYNOMIAL FUNCTION

If x, -x ∈ the function of F. then 1/2 [f(x) - f(-x)] is always: 1) Even 2) Odd 3) Neither even nor odd 4) one-to-one

x= -3 x=-5i x=5i (x-3) (x-5i) (x+5i) (x-3) (x^2+5ix-5ix-25i^2) i got suck after that

A cubic polynomial function F has zeros of {-3, 0, 2}. Which restriction of the domain of f will allow its inverse to be a function? A- x > -3 B- X > 0 C- x<...

If k is a zero of the polynomial function f(x)= ax4 – bx3 + cx2 – bx + a, then …… is also a zero of f 1) k + 1 2) k – 1 3) 1/ k 4) –k

Find an nth degree polynomial function with real coefficients satisfying the given conditions.

The height of a flare is represented by h, given in metres. The function for the height of a flare with respect to time t, given in seconds, after the flare was fired from a boat, can be modeled by...

A giant rectangular sheet of cardboard, 20 m x 10 m, is made into a lidless box by cutting squares out of the corners. The volume this box can hold is 96 m3. What are the possible dimensions of the...

Find the real zeros of the polynomial function f(x)=x^4+6x^3-3x^2-52x-60

Polynomial functions question, has me stumped it seems simple but im trying to figure out how to do it correctly. If anyone knows the answer please let me know as soon as possible thanks.

Find a polynomial with integer coefficients, with leading coefficient 1, degree 5, zeros i and 6- i, and passing through the origin?

Given that f(x) is a cubic function with zeros at -4 and 2 i - 1 , find an equation for f(x) given that f(-6) = 1.

What are the complex roots of P(x)=x4-6x3+15x2+18x+10?

n=3 -2, and -2+3i are zeros leading coefficient is 1

1. For the quartic functions, ie y= ax^4 + bx^3 + cx^2 + dx + e, state all the possible types and number of roots one could get.

If the height of the box is 4.5m, determine the dimensions of the box.

Construct a polynomial functionf(x) that has all the following properties (there is more than one possible answer): f has degree 6, f has four real zeros (not all distinct), 2 is a zero...

Write a function representing the combined area, A(x), of the garden and walk. Write as a polynomial is standard form.