CPhill

RP......Do you want synthetic division  or just regular polynomial division  ???

(3/4)n + (1/3) [ (3/2)n + 1 ]  =    distribute the (1/3) over the terms in parenthses

(3/4)n  + (1/2)n + 1/3       combine like terms

(3/4 + 1/2)n  + 1/3

(5/4)n + 1/3

1)

4   [ 1  - 8    22     - 27    20   - 41  ]

             4   -16       24   -12     32

      _______________________

       1   -4     6        -3     8      -9

The  residual polynomial is  x^4  - 4x^3 + 6x^2 - 3x + 8    R (-9 / (x - 4) )

2)

-4 [  1   13    33    - 4   ]

             -4   -36   12

      _______________

       1     9    - 3     -8

The resudual polynomial is   b^2  + 9b  - 3   R ( -8 / ( b+ 4)

HAHAHA!!!!......nice, ILP  !!!

1. Roosters don't lay eggs....just hens.....

3. 3 tickets.....one grandfather,  one father and one son

The grandfather is a father to the father

The father is a father to the son

And the father is a son to the grandfather

And the son is a son to the father

p(50)  =  .002(50)^2  - .21(50)  + 15   =  $9.50

p(80)  =  .002(80)^2  - .21(80)  + 15  = $11.00

In the first one, the last two equations are correct

In the second one, the second and  fourth equations are correct

(3x - 5) (2x - 7) =  6x^2 - 10x - 21x + 35  = 6x^2 - 31x + 35

(x + 3) ( -2x^2 + 2x + 5)  =

x* -2x^2  + x * 2x  + x *5   =   -2x^3 + 2x^2  + 5x

3 * -2x^2 + 3 *2x  + 3 *5  =              - 6x^2   + 6x  + 15

                                              ____________________

                                                -2x^3 - 4x^2 + 11x + 15

None of the answers for the last are  correct ....!!!!

477.95  * 1.5%  =

477.95  *  .015  ≈    $7.17

Your answers are  exactly correct...!!!

EXACTLY!!!!