1. Warm-up
1. Herman decides to take up golf.  His golf club membership will cost $450 for the season and he will be charged $18 for each round of golf that he plays.  Herman has decided not to spend more than $1000 on golf for the season.
a.)  Write an inequality that describes the relationship between the maximum amount Herman wants to spend and the total golf costs for the season.
b.)  Solve the inequality to determine the maximum number of rounds of golf he can play yet not exceed his $1000 limit.
2. A(-3, 2) B(0,3) C(1, 0)
Identify the type of Triangle
Find the Perimeter
Find the Area

2. Number 1 The maximum number of games that he can play is 30.
Each number is divisible by 2!
The maximum number of games that he can play is 30.

3. Sides
Length AB BC CA
This is an Isosceles triangle because only two side lengths are equal.
Perimeter is =
Area= 5

4. Homework

5. Special Topics Review Day!!

6. ROLL OF THE DIE
In pairs you are playing to see who can win by filling up the board first!
Only allowed to work on the problem rolled.
Use the randInt(1,6) in calc! Hit the enter key twice to simulate two dice being rolled.