The document discusses the Pythagorean theorem and distance formula. It asks questions about what the variables represent in each, what type of triangle the Pythagorean theorem applies to, and the steps to use the distance formula. It then provides an example of using the distance formula to find the distance between the points (9,8) and (7,5), which equals the square root of 13 or about 3.6.

1. Khahlil smith

2. -WHAT DO THE -WHAT TYPE OF TRIANGLE DO
VARIABLES STAND FOR? WE USE THE THEOREM FOR?
 It stand for a number.  We use right triangles
for Pythagorean
theorem

3.  -Use the Pythagorean
Theorem to solve for
4 the third side
x
3
A2+b2=c2
X2+3=4
X+9=16
25=x
5=x

4.  (x2-x1)2  -What steps do you
 (y2-y1)2 follow to use the
distance formula?
 Just follow the pattern
you see in the
equation.

5. USE THE DISTANCE FORMULA TO
-LIST TWO POINTS FIND THE DISTANCE BETWEEN THE
TWO POINTS
 (9,8) (7,5) (x2-x1)2 + (y2-t1)2
(9-7)2 + (8-5)2
(2)2 + (3)2
4+9
13 =x
3.6 =x