SOLUTION: Consider the function give below:
f(x)=2x^4+ax^3-4x^2+bx-18
It is known that f(2)=4 and that f(1)=0
A. What is the remainder when f(x)divides by x − 2.
B. Find the values of
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Rational-functions
-> SOLUTION: Consider the function give below:
f(x)=2x^4+ax^3-4x^2+bx-18
It is known that f(2)=4 and that f(1)=0
A. What is the remainder when f(x)divides by x − 2.
B. Find the values of
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Question 1173479: Consider the function give below:
f(x)=2x^4+ax^3-4x^2+bx-18
It is known that f(2)=4 and that f(1)=0
A. What is the remainder when f(x)divides by x − 2.
B. Find the values of a and b
C. Determine all x-intercepts
D. Sketch the function.
E. Solve the inequality f(x) > 0
F. Find the average rate of change between the interval [1,2]
G. Determine the instantaneous rate of change when x =1
H. Estimate the turning points and then find the slope at these turning points. Are your
estimation correct?
I. Which of these turning point you estimated are maximum and which are the minimum?
(please explain and show your working) Answer by ikleyn(52781) (Show Source):
