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1. FOIL is an acronym designed to help you multiply binomials, not monomials or trinomials. Do you think that you could create an acronym (it will have more than 4 letters) to help you multiply a binomial and a trinomial? Illustrate your method by multiplying (x + 2) times (x2 2x 3x + 4), showing all steps.
2. Take a number. Add 1. Square the result. Then subtract from it the product of the original number times two more than the original number. What did you get? I claim you will always get 1. Can you explain?
Apply the guidelines for Graphing Polynomials to graph
Place the points in a number line.
Problems on linear equation.
The amount radioactive material after certain years.
The algebraic equation of cost functions
Calculate the amount
When we square a product, we square each factor in the product. For example, (3b)^2= 9b^2. Explain why we cannot square a sum by simply squaring each term of the sum.
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Can someone explain why the first two answers are the same? Can a person do the foil to get them equal? Can we also try:
Make a cost function for the problem
Cramer's Rule to calculate the linear equations.
Group and normalize.
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