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- - - C.-25 - 5x + 6x3 + x4 - - - Use 6x3 - 5x + x4 – 25 in answering item numbers 1-6.

1) What is the standard form of the given polynomial? A. x4 + 6x3 - 5x - 25 B. x4 - 6x3 + 5x + 25

2-4) Using the rational root theorem, which of the following are in the list of possible factors of the polynomial above. C. (x - 1) D. (x - 2) F. (x - 5)


5) What is the remainder in dividing the polynomial by x + 6? D. 10 B.5 C. -10 6) What is the quotient in dividing the polynomial by x + 6? A. x4 - 5+ B. x4 -5 + C.x3-5+ D. x3 - 5+ A. (x + 2) B. (x + 1) E. (x + 10) - QUE A. - 5 10 5 10 5 - - - x+6 X+6 X+6 X+6​


C25 5x 6x3 X4 Use 6x3 5x X4 25 In Answering Item Numbers 16 1 What Is The Standard Form Of The Given Polynomial A X4 6x3 5x 25 B X4 6x3 5x 25 24 Using The Rati class=

Sagot :

Given :6x³-5x+x^4-25

1.)-25-5x+6x³+4 (C)

Using the rational roots

2.) (x-2) (D)

3.) (x-5) (F)

4.) (x+2) (A)

5.) -5 (A)

x+6

6=x³

copy the negative 5 in number (4)

copy the positive (+) of x(+)6 rewrite the 5 then copy the (x+6)

therefor the answer is x³-5+5x+6 (C)

#I hope this answer is help to you