Polynomial
Summary:
A polynomial is a mathematical expression involving a sum of powers in one or more
variables multiplied by coefficients.
Polynomial can have:
 A constant (any number)
 Variables (unknown values like x and y)
 Exponents(the 2 in y^2 is an exponents. Basically it’s the power. Exponentsmust
be a positive whole number like 1, 2, 3… )
 A polynomial can have constants, variables and exponents,
but never division by a variable
Example/Questions:
Adding polynomial
(Q1) ADD
Subtracting Polynomial
(Q2) Subtract
Multiplying polynomial
(Q3) Multiplyout
Dividing Polynomials
(Q4) Divide
Answer:
(Q1)
(Q2)
(Q3)
(Q4)
Method towards answer:
(Q1)
 Place like terms together AND add the like terms
 Answer you should be left with will be ==
(Q2)
 First expand the bracket by multiplying the minus sign on the quadratic equation
 Collect the like terms together
 Subtract
 Answer should be
(Q3)
 Multiply the 2x with x and 3xy.
When you have done this you should be left with 2(x^2)+6(x^2)(y)
(Q4)
 Separate all of your teams into single fractions
 You can simplifythe first two fraction with 3x (since 3x is the highest value that
can be cancelled out). 1/3x remains the same since this already Simplified
 At the end you will be left with 3x+4+1/3x
Problems faced while trying to grasp subject area:
For thistopic there was not a lot of problems that I found. Finding resources and
examples were simple and was explained very well.
Resources:
https://www.mathsisfun.com/algebra/polynomials.html
https://www.youtube.com/watch?v=lYy8Nh9AdWk

Polynomial

  • 1.
    Polynomial Summary: A polynomial isa mathematical expression involving a sum of powers in one or more variables multiplied by coefficients. Polynomial can have:  A constant (any number)  Variables (unknown values like x and y)  Exponents(the 2 in y^2 is an exponents. Basically it’s the power. Exponentsmust be a positive whole number like 1, 2, 3… )  A polynomial can have constants, variables and exponents, but never division by a variable Example/Questions: Adding polynomial (Q1) ADD Subtracting Polynomial (Q2) Subtract Multiplying polynomial (Q3) Multiplyout Dividing Polynomials (Q4) Divide Answer:
  • 2.
    (Q1) (Q2) (Q3) (Q4) Method towards answer: (Q1) Place like terms together AND add the like terms  Answer you should be left with will be == (Q2)  First expand the bracket by multiplying the minus sign on the quadratic equation  Collect the like terms together  Subtract  Answer should be (Q3)  Multiply the 2x with x and 3xy. When you have done this you should be left with 2(x^2)+6(x^2)(y) (Q4)  Separate all of your teams into single fractions
  • 3.
     You cansimplifythe first two fraction with 3x (since 3x is the highest value that can be cancelled out). 1/3x remains the same since this already Simplified  At the end you will be left with 3x+4+1/3x Problems faced while trying to grasp subject area: For thistopic there was not a lot of problems that I found. Finding resources and examples were simple and was explained very well. Resources: https://www.mathsisfun.com/algebra/polynomials.html https://www.youtube.com/watch?v=lYy8Nh9AdWk