Question

Activity 1 : Building Polynomials


1. Roll two dice to create a polynomial. One die will designate how many terms should be in polynomial, while the other die will determine the degree of the polynomial.


2. For example, if you rolled 3 and 2, you could write polynomial with degree 3 and 2 terms. such as: x³ + 34 OR x² - 23x - 5 (3 terms, 2nd degree polynomial).


3. Write down a polynomial example for each combination (Wherever Possible)


4. Identify and write type of polynomial (wherever possible) . number of Terms, Degree, Coefficient, Variables and exponent of variables of the polynomial for each of the polynomials.


5. State how many combinations are there for which you could write the polynomial.


6. State how many combinations are there for which you could NOT write the polynomial… Justify your answer.


7. Can you relate the max no. of terms in a polynomial with degree of polynomial

pls guys answer me please and give me all the answers fast as tomorrow is the due date of the assignment

Answer 1

Answer:

Simplify and write in the exponential form. 1

(i) 3

7 × 3

−5 × 3

6