Match the letter to the correct number of Real Zeros and Minimum Degree.
| Stavka koja se može prevući | arrow_right_alt | Odgovarajuća stavka |
|---|---|---|
g | arrow_right_alt | Real: 4 Degree: 5 |
h | arrow_right_alt | Real:5 Degree: 5 |
b | arrow_right_alt | Real: 4 Degree: 4 |
a | arrow_right_alt | Real: 6 Degree: 6 |
c | arrow_right_alt | Real: 1 Degree: 5 |
e | arrow_right_alt | Real: 2 Degree: 5 |
f | arrow_right_alt | Real: 3 Degree: 5 |
d | arrow_right_alt | Real: 2 Degree: 4 |
Sketch the graph of the given polynomial.
Find the quotient using synthetic or polynomial long division.
Find the quotient using polynomial long division.
Multiply and then classify by degree and number of terms.
Write your answer in form (degree), (number of terms)
Match all the combinations of possible imaginary roots with possible real roots for
| Stavka koja se može prevući | arrow_right_alt | Odgovarajuća stavka |
|---|---|---|
3 imaginary | arrow_right_alt | Can't happen |
4 imaginary | arrow_right_alt | Can't happen |
0 imaginary | arrow_right_alt | Can't happen |
1 imaginary | arrow_right_alt | 3 real |
2 imaginary | arrow_right_alt | 1 real |
5 imaginary | arrow_right_alt | 5 real |
Given the graph above, what is the real root?
Given your answer from #15, what is the known factor?
Using your factor from #16, what is the remaining quadratic factor?
Match the values with the appropriate extrema/intervals
| Stavka koja se može prevući | arrow_right_alt | Odgovarajuća stavka |
|---|---|---|
Relative Maximum(s) | arrow_right_alt | 0 @ x = -6 and -642.588 @ x = 1.836 |
Interval where function is negative | arrow_right_alt | 32.17 @ x = -4.086 |
Absolute Maximum | arrow_right_alt | -642.588 |
Interval where function is positive | arrow_right_alt | None |
Relative Minimum(s) | arrow_right_alt | |
Absolute Minimum | arrow_right_alt | |
Interval of increasing | arrow_right_alt | |
Interval of decreasing | arrow_right_alt | (-3 4) |