NATE Do the correct day! I'm no longer here to tell you the day, figure it out!

WORDS!!!!!!!!!!!!!!!!!!!!!!!!!!!

exam review - 331 problems total

No calculator - 268 problems
integer review - 48 problems
decimal review - 26 problems
fraction review - 20 problems
order of operations review - 17 problems
percent review - 63 problems
percent review #2 - 17 problems
solve for x review - 26 problems
ratio and rates review - 20 problems
geometry review #1 - 14 problems
geometry review #2 - 18 problems
geometry review #3 - 19 problems


calculator - 63 problems
setting up and solving unit conversions - 8 problems
chapter 1 review - 20 problems
chapter 1 review - book problem 1-6, 8-10 (answers in Discovering Algebra book)
chapter 2 review - 16 problems
chapter 2 review - book problems problems 1-10 (answers in Discovering Algebra book)

Due Friday, May 15
direct and inverse variation problems 1-5, and 9-13

Due Thursday, May 14
section 2.5 (again) problems

• 3rd day, no hints this time
• 11
• 12

section 2.5 additional problems problems

• 1 
• 2
• 5

Due Wednesday, May 13
section 2.5 problems

• 6 
• Is the table direct, inverse or neither?
• If it is direct or inverse, what is the equation?
• 7 - the "constant of variation" is k
• 8 - the distance from the fulcrum is inversely proportional to the weight of the person, therefore distance and weight are x and y. If a seesaw is balanced, k on one side must equal the k on the other side.
• 9b - same as problem 8
• 10 
• the number of students raising money is inversely proportional to how much money each student needs to raise. 
• $10,000 is k
• 10b, graph using calculator, important! Set window so your points fill the screen, make xmin=0 and ymin=0. What should xmax and ymax be? xscl and yscl can be anything.

Due Tuesday, May 12

section 2.5 problems

• 1 just rewrite into y=k/x form
• 2 solve for k to make the equation, then use the equation 
• 3 use the equation 
• 4 
• define x and y
• solve for k
• if k is the same for each of the three situations then it is inverse. If k is different it is not inverse variation
• 5 "time it takes to travel a given distance is inversely proportional to how fast you travel". The distance you travel is constant so it is k. The "time" and the "how fast you travel" (speed) are y and x.

In class Monday, May 11

• Read introduction
• Skip investigation
• Read Example A
• Read definition of Inverse Variation 
• Read Example B
• Conduct the "ruler-balance" investigation (Example B)

Due Monday, May 11
section 2.4 additional problems problems 2, 3, 4, 5
section 2.4 problem 10, 11