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3. Power of Powers: A product of expression raised to a power,
4. Zero Exponent: Any real number except zero raised to a zero exponent,
5. Negative Exponent: To remove the negative sign in exponent,
6. To divide a polynomial by a monomial,
7. To multiply a polynomial by a monomial,





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Answer:

6. Division of polynomial by monomial means dividing the polynomials which is written as numerator by a monomial which is written as denominator to find their quotient.

For example: 4a3 – 10a2 + 5a ÷ 2a

Now the polynomials (4a3 – 10a2 + 5a) is written as numerator and the monomial (2a) is written as denominator.

Therefore, we get 4a3−10a2+5a2a

Now we observe that there are three terms in the polynomial so, each term of the polynomial (numerator) is separately divided by the same monomial (denominator).

4a32a−10a22a+5a2a

7. To multiply a polynomial by a monomial, use the distributive property: multiply each term of the polynomial by the monomial. This involves multiplying coefficients and adding exponents of the appropriate variables.

Step-by-step explanation:

Sorry po yan lang po alam ko

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