Respuesta :

this is by the rmeainder theorem f(7) 

= 7^3 - 14(7)^2 + 51(7) - 22

=  -8

We are given polynomial function  [tex]f(x) = x^3-14x^2+51x-22.[/tex]

We need to divide it by (x-7) to get the remainder.

Please see.. if we set x-7 equals 0, we get

x-7=0

x=7.

Plugging x=7 in the given polynomial, we get

[tex]f(7) = (7)^3-14(7)^2+51(7)-22[/tex]

=343-686+357-22

=-8.

Therefore, remainder is −8.


Otras preguntas