Dividing a polynomial by a monomial


Assignment:

Q1. Using the power rules with integral exponents
(2s^-1t^3)/(6s^2t-4)^3

9.3*10-5

Q2. Computations with scientific notations
9*10^-4/3*10^-6

Q3. Evaluating Polynomials
-2x^4 - 3x^2 + 5x -9 for x =2

Q4. Multiplying Monomials
-12sq * 3a

Q5. Multiplying Polynomials
(3c^2d - d^3 + 1) 8cd^2

Q6. Perform the operation
(5x-6)(5x-6)

Q7. Use the foil method to find each product
(11x + 3y) (x+4y)

Q8. Foil method
(5y^3w^2 + 2) (2y^3 w^2 + 3z)

Q9. Multiplying Binomials Quickly
(3h -5) (3h + 5)

Q10. Product of a sum and difference
( 3y^2 + 1) ( 3y^2 - 1)

Q11. Find each product
(3z^4 -8)^2

(2/3y - 1/2)^2

Q12. Dividing Monomials
b^19/b^12

-12z^10y^2/-2z^4y^2

Q13. Dividing a polynomial by a monomial
5y^3 -10/-5

Q14. Write the expression in the form
Quotient + Remainder/Divisor

2x^2 + 4/ 2x

Q15. Area of a dot. If the radius of a very small circle is 2.35 * 10^-8 centimeters, then what is the circle's area?

Q16. Perimeter of a rectangle. The perimeter of a rectangular backyard is 6x + 6 yards. If the width is x yards, find a binomial that represents the length.

Provide complete and step by step solution for the question and show calculations and use formulas.

Solution Preview :

Prepared by a verified Expert
Algebra: Dividing a polynomial by a monomial
Reference No:- TGS01930353

Now Priced at $30 (50% Discount)

Recommended (91%)

Rated (4.3/5)