Express f(x) in the form f(x)=(x-k)q(x)+r
Express f(x) in the form f(x)=(x-k)q(x)+r
1. What makes a function a function? 2. Describe the end behavior of polynomial graphs with odd and even degrees. Talk about positive and negative leading coefficients. 3. Name two methods...
1. find the equation of the line containing the given points (1/4,1/2)and(3/4,6) 2. Fred bicycle 3km/h slower than Samantha. In the time it takes Fred to bicycle 48km, Samantha travel...
Use synthetic division and the Remainder Theorem to find P(a): P(x)=x4+x3-5x2+9x-6; a=3 a. 78 b. 84 c. 3 d. 16
a. The quotient is x2+3x and the remainder is 0. b. The quotient is x2-√3x+3 and the remainder is 0. c. The quotient is x2+3 and the remainder is 0. d...
a. 50 b. 950 c. –4 d. –438
use synthetic division
Divide by using synthetic division. (2x^2 - 2x +3) / (x-3)
(X4+2x3-3x2+1) divided by (x+4) find ne quotient and remainder.
4x3+x2-27x+18=0 determine one solution using the factor theorm and then find the remaining solutions using synthetic division of the equation.
So I'm being asked to write a polynomial function with real coefficients with zeros -1, 2 ,and -3. The function given is F(x)=xcubed+ blankxsquared+x-6. I think the answer is 2 but not so...
possible zeros: total zeros: synthetic division: solving a quadratic (if necessary) answer (list the zeros and the factoted form of f(x)
use synthetic division to perform the division (-6x3+1/2x2-1/8)/(x+1/2)
Does it make a difference on which method you use?
Use synthetic division to find the quotient and remainder when f(x)= 9x^4+2x^3+1x^2+9x-2 is divided by g(x)= x-2 the quotient is? the remainder is? please show step...
Using Synthetic division what is the quotient and remainder of: 9x^6-6x^4+7x^2+7 divided by x-2?
solve the polynomial equation using synthetic division.
find the polynomial Q(x) and the constant R
find the quotient and the remainder using synthetic division for (x^3+7x^2+12x+11) / (x+2) please show step by step
Use synthetic division to decide whether k=2, k=-1, or k=0 are zeros of f(x)=x^4-6x^3+x^2+24x-20. If not, give the value of f(k)