I watched the whole video and I understand every thing. My only question is if these problems will get harder, by adding for variables and such to the problems.
Also Tebow sucks :)
Yes of course it can always get more challenging, as you will see tomorrow.
Is there a way to find the aritmetic sequence a different way?
That's a great question, there are actually many ways to set up an arithmetic function. If you check out this video, I do a regents problem that involves arithmethic sequences a little different.
watched it '
Ok Mr.Estrada, got it
I understand the video
i get it now
I'm Mr. Estrada, Mathematics teacher at HSSM.
Absolute Value Inequality
Adding Radical Expressions
Angle And Sum Difference Formulas
Average Known With Missing Data
Box And Whisker Plot
Composition Of Functions
Converting From Degrees To Radians
Dividing Radical Expressions
Domain And Range
Double-angle And Half-angle Formulas
Inverse Of Functions
Law Of Sines
Multiplying Binomials With Fractions
Multiplying Radical Expressions
One To One Functions
Radical Expressions (index=2)
Radical Expressions (index=3)
Rationalizing Complex Denominators
Rationalizing Denominator With Radical
Simplifying Radical Expressions
Solving A Quadratic
Solving Logarithmic Equation
Sum And Product Of Roots
Using Graphing Calculator For Different Types Of Problems