Let f(-) = (2 + + a+1)(-2) Using the method of partial fractions, rewrite the function so that Az + B f(r) = (r + + 1) (0-2) What is A= B3= C= Note: Enter fractions of the form as a/b. Let 3x +1 f(x) = (* - 1) ( + 2) Using the method of partial fractions, rewrite the function so that A B f(z) = (z – 1) (- - 1) (z + 2) What is A= B%3D Note: Enter fractions of the form as a/b.
Let f(-) = (2 + + a+1)(-2) Using the method of partial fractions, rewrite the function so that Az + B f(r) = (r + + 1) (0-2) What is A= B3= C= Note: Enter fractions of the form as a/b. Let 3x +1 f(x) = (* - 1) ( + 2) Using the method of partial fractions, rewrite the function so that A B f(z) = (z – 1) (- - 1) (z + 2) What is A= B%3D Note: Enter fractions of the form as a/b.
Chapter5: Polynomials And Polynomial Functions
Section5.4: Dividing Polynomials
Problem 5.83TI: Use synthetic division to find the quotient and remainder when 3x3+10x2+6x2 is divided by x+2 .
Related questions
Question
what is abc
![Let
f(-) =
(2 + +
a+1)(-2)
Using the method of partial fractions, rewrite the function so that
Az + B
f(r) =
(r + + 1)
(0-2)
What is
A=
B3=
C=
Note: Enter fractions of the form as a/b.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7e60fc8b-ea6a-4459-9994-a818cec6a861%2F6abd2f62-adde-4e37-947c-7d52c5a284e8%2F5tz1v9q_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Let
f(-) =
(2 + +
a+1)(-2)
Using the method of partial fractions, rewrite the function so that
Az + B
f(r) =
(r + + 1)
(0-2)
What is
A=
B3=
C=
Note: Enter fractions of the form as a/b.
![Let
3x +1
f(x) =
(* - 1) ( + 2)
Using the method of partial fractions, rewrite the function so that
A
B
f(z) =
(z – 1)
(- - 1)
(z + 2)
What is
A=
B%3D
Note: Enter fractions of the form as a/b.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7e60fc8b-ea6a-4459-9994-a818cec6a861%2F6abd2f62-adde-4e37-947c-7d52c5a284e8%2F7xs0on_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Let
3x +1
f(x) =
(* - 1) ( + 2)
Using the method of partial fractions, rewrite the function so that
A
B
f(z) =
(z – 1)
(- - 1)
(z + 2)
What is
A=
B%3D
Note: Enter fractions of the form as a/b.
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