
measure of ABD =34
measure of DBC =53
Find measure of ABC. Classify Angle
87, acute
Name the alternate exterior angles.
angle 1 and 8
angle 2 and 7
Determine the midpoint of C of the line segment AB connecting A(-3,5.2) and B(4.6,-2.2)
(0.8,1.5)
What is the distance formula?
The base of a triangle measures 5 inches. The area of the triangle is 13.2 inches. Determine the height of the triangle.
5.28 inches

measure of ABD=26
measures of DBC=57
Find the measure of ABC. Classify the angle
83, acute

Name the alternate interior angles
angle 3 and 6
angle 4 and 5
Determine the midpoint C of the line segment AB connecting A(-5.3,2.5) and B(3.6,-6.4)
(-.85,-1.95)
Find the distance between points (2,3) and (2,-4)
7
Use inductive reasoning to determine the next term.
3,5,9,17,33,65, _____
129

measure of DBC=26
measure of ABC=74
Find measure of ABD. Classify angle
48, acute

If angle 3=55 and angle 8=125, prove lines AB and CD are parallel using alternate interior angles.
angle 6 + angle 8=180
180-125=55
angle 6 and angle 3 are equal (alternate interior angles) so lines AB and CD are parallel
What is the midpoint of the segment connecting 2 and 9 on a number line?
5.5
What is the distance between A(8,-6) and B(12,-3)
5
Mike wants to carpet his living room floor. If the floor is a rectangle that is 16 feet by 21 feet, determine the area of the floor in square feet.
336ft^2

Find the measure of angle y
103

Name the corresponding angles
angle 1 and 5
angle 3 and 7
angle 2 and 6
angle 4 and 8
Find the midpoint of the segment containing (-3,2) and (4,2).
(0.5,2)
Calculate the distance between A(3,-8) and B(-1,-11)
5
State the Hypothesis and Conclusion. If the product of two integers is divisible by 6, then one of these numbers is divisible by 3 and the other is divisible by 2. Is the conjecture true? Explain how you know.
H: If the product of two integers is divisible by six
C: one of these numbers is divisible by 3 and the other is divisible by 2.
No, 5 and 6
5x6=30
5 not divisible by 2 or 3
Find the measure of angle x and angle y
y=40
x=50

angle 3=42 and angle 8=138. Prove lines AB and CD are parallel using alternate exterior angles.
angle 1 + angle 3=180
180-42=138
angle 1 and angle 8 are equal. (alternate exterior angles)
M(0,2) P(3,7) N(6,1) Determine the midpoint for each side of triangle MNP.
MN=(3,1.5)
NP=(4.5,4)
MP=(1.5,4.5)
The peak of a mountain is located at (120,0). The hiker starts at the bottom of the trail at (0,125). If each unit on the coordinate plane represents 10 meters, how far will the hiker walk if he gets to the peak?
1732.8meters
The sum of any two integers that are greater than 1 is less than their product.
Find a counterexample to this conjecture.
2+2=4
2x2=4