Can polynomial equation can be written as sum of sine and cosine

Can polynomial equation can be written as sum of sine and cosine

I have a project I have to do for math and I have to solve the polynomial f(x)= (x+1)(x-0)(x+3)/(x+2)(x-0)(x+0)(x-0). It's a fraction.. Not division. Then i have to put it in...

(18n2-9n+1)/(3n-1)

Factor the polynomial completely 4x+4y-mx-my

Give an example of a polynomial in the variable t, such it is fifth degree, in descending powers of the variable, with exactly six terms, and having a negative coefficient for its second degree term...

Degree of polynomial : 3 Zeros : 4 , -2 i, 2 i Constant coefficient : -128 (Answer please.)

You are making a fence for your garden. The length is five less than two times the width. Write a polynomial that represents the perimeter of the garden. Write a polynomial that represents the area...

N=4, -4, 1/3, & 2+3i are zeros f(1)=100

I need a number to put into the equation for x that will set the problem equal to 0. I've been having trouble finding a number.

I'm working on a project that requires polynomials meeting at integers. I currently need a polynomial that goes through the point (70,302), has a degree above 4, and has at least one other point between...

zeros:-3,-1,2 degree 3 how i do it

for the polynomial function ƒ(x)= −2x2 − 4x + 16, find all local and global extrema.

Task: to create, characterize, graph and present a polynomial function that represents your birthday. my birthday is August 11,1999 I need: Domain and range Y-intercept Maximum...

I HAVE ALREADY WORK ON IT FOR 2 HOURS AND i GOT NOTHING I EXPECT TO GET NO JUST AN ANSWER BUT ALSO A STEP BY STEP EXPLAINATION PLEASE THANK YOU SO MUCH

Solve these polynomial equations: A) (2x-3)(3x-1)=0 B) x^2-3x=4

Find the polynomial for the sum of the shaded areas of the figure. It is a bullseye circle. A=6, B=4

Find the derivative of f-1(x) at x=6 if f(x) is defined by f(x) = x3 - x. I found the formula g'(x) = 1 / f'(g(x)), where g(x) = f-1(x). Please explain in detail, because my...

The length of a rectangle is 3 cm more than the width. The area is 70cm2 . Find the dimensions.

A: 2x^2 - 5x - 2 B: 2x^2 - 11x - 62, R -256 C: 2x^2 - 5x + 2 D: 2x^2 + 5x + 2, R -4 E: 2x^2 + 5x + 2

If the sides of a square are increased by 3m, the area becomes 64m2 . Find the length of a side of the original square.

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