Respuesta :
Hey!
Original Problem :
The Remainder Theorem states:
"When a polynomial F(x) is divided by ______, the remainder is ______."
Completed Problem :
The Remainder Theorem states:
"When a polynomial F(x) is divided by ( x - a ), the remainder is F( a ).
So, the plug ins would be both ( x - a ) and F( a ).
Hope this helps!
- Lindsey Frazier ♥
Original Problem :
The Remainder Theorem states:
"When a polynomial F(x) is divided by ______, the remainder is ______."
Completed Problem :
The Remainder Theorem states:
"When a polynomial F(x) is divided by ( x - a ), the remainder is F( a ).
So, the plug ins would be both ( x - a ) and F( a ).
Hope this helps!
- Lindsey Frazier ♥
You can use the definition of the reminder theorem to complete the statement.
The blank spaces will be filled by:
(x-a), and F(a)
When a polynomial F(x) is divided by ____(x-a)______, the remainder is ____F(a)______."
What is the reminder theorem for a polynomial?
When a polynomial f(x) is divided by (x-a), the reminder is f(a)
Since, here, the function is F(x), thus the division will be done by same (x-a) and the reminder will be F(a).
a is any constant number.
Thus, we have:
The blank spaces will be filled by:
(x-a), and F(a)
When a polynomial F(x) is divided by ____(x-a)______, the remainder is ____F(a)______."
Learn more about polynomial reminder theorem here:
https://brainly.com/question/22081364
