Tuesday, October 27, 2015
Extra Credit Due Friday
Here is the extra credit problem that can be turned in by Friday: track problem
Graphs for assignment due 10-28
Find the equation of a sine function (or cosine if better..) of the graphs on the following worksheet: GRAPHS (PART 2)
Monday, October 26, 2015
Homework due 10/27
Determine the amplitude, period, vertical shift, and phase shift for the problems in the following document: Worksheet #1
(Treat all functions as sine functions unless you state otherwise)
(Treat all functions as sine functions unless you state otherwise)
Tuesday, October 20, 2015
Worksheet given on Tuesday
Here's a copy if you need it: worksheet
Sunday, October 18, 2015
Challenge problem for week of 10/19
Squares are to be cut out of a piece of standard notebook paper to form an open "box" as depicted in the diagram below. What is the maximum volume of box (in cubic inches) that can be created?
Tuesday, October 6, 2015
Test on Thursday, October 8th
Here are the topics for Thursday's test:
Linear equations: using point-slope form to find equations of lines given: slope and a point, two
points, line to be parallel to, line to be perpendicular to
Transformations of functions (powers, roots, absolute values, greatest integer) : translated, dilated,
reflected over x-axis NO GRAPHING CALCULATOR ALLOWED!
Domains and ranges of functions
Piece-defined functions
Polynomial functions: zeros, max/mins, end-behavior, finding all zeros exactly using long division
and quadratic formula
Linear equations: using point-slope form to find equations of lines given: slope and a point, two
points, line to be parallel to, line to be perpendicular to
Transformations of functions (powers, roots, absolute values, greatest integer) : translated, dilated,
reflected over x-axis NO GRAPHING CALCULATOR ALLOWED!
Domains and ranges of functions
Piece-defined functions
Polynomial functions: zeros, max/mins, end-behavior, finding all zeros exactly using long division
and quadratic formula
Monday, October 5, 2015
Extra Credit Problem for October 9th
This is a great problem. Be sure to explain/show how you get your answer!
A fish pond has an initial population of 500 fish. 25% of the fish are harvested or die each year and 60
fish are planted. The number of fish will stabilize to approximately what number over a long period of
time?
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