EQ:What is the equation of a circle with center (h,k) and radius r in the coordinate plane?
Mat 2
EQ: How are inscribed angles related to their intercepted arcs? How are the angles of an inscribed quadrilateral related to each other?
What I will learn:
What I will learn:
What I will learn:
What I will learn:
What I will learn:
What I will learn:
What I will learn:
What I will learn:
Finding the Probability of Disjoint Events
Finding the Probability of Overlapping Events
What I will learn:
What I will learn:
Find sample spaces
find the theoretical probabilities
Find experimental probabilities
Find odds
Explaining the Graphing quadratic Function intercept from
and Writing Quadratic Functions
Example #1; Using the square of a Binomial Pattern
Example #2; Using the sum & Difference Pattern
example 1; multiplying binomials using the distributive property
example 2; multiplying binomial using a table
example 3; multiplying a binomial and a trinomail
Thins i explained were
Finding inverse of relations
Writing a Formula for the input of a function
Finding the inverse of a function
Evaluatting a piecewise function
Ex 1;
x < 0 |x-2| x >0| <x+1|
solution;
f(0)=x-2
f(0)=101-2
f(0)=x > 0
f(0)=141 > 0
f(0)=-2
f(0)=4
Graphing a piece wise function
Solution: The domain is all real numbers. The range is y > -4
My Notes:
y=mx+b=
M=Slope
B=Y intercept
m=-1
b=-4
1)y intercept =-4
2) use slope to find 2nd point
3)drew a line threw the points
4) erase the line to the right of x=0
5)>/< = open circle, = closed circle
Writing a piecewise function
Solution:
f(x) ={x< 0:1x +3x > 0.2x - 1 }
answer; m(x) ={x< 0:1x + 3> 0.2x - 1}
My Notes:
1)identify y-intercept (b)
2)pick two points on the line to find the slope (m)
3)substitute m and b into y=mx+b
4)identify the end point and the x-value
5) < = left, > = right
Extra Notes:
g(x)=|x|+3 Up and down
m(x)=|x-2| To the right
m (x)= |x+2| To the left
n (x)= |x+4| Left and Right