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JAVUREK - AGS 2 5/04 - 5/08

Last updated about 5 years ago
31 questions

PART 1: Check In

0

Categorize the following topics on the left by draging them into one of the three categories on the right.
There is no right answer here, this is just information for your teacher and you!

  • Acute angles
  • Supplementary angles
  • Linear pair
  • corresponding angles
  • alternate interior angles
  • alternate exterior angles
  • angle chase puzzles
  • Complementary angles
  • sums of interior angles of polygons
  • TOTALLY UNDERSTAND
  • SOMEWHAT UNDERSTAND
  • FEELING UNSURE

True or False?

1

Each individual interior angle of a regular octagon measures 135°.

1

If the sum of the measures of two angles is 90°, then the two angles are supplementary.

1

The vertex of \angleABC is point A

1

An obtuse angle is an angle whose measure is more than 90°.

1

A diagonal is a line segment connecting ANY two vertices of a polygon.

1

Corresponding angles created by parallel lines are ALWAYS congruent.

PART 2: Problem Solving

Feel free to do the problems below in any order. If you are stuck on one skip it and come back. Some of these are challenging but every one of them can be solved using the topics from the last three weeks of class. Make sure you give them all a try!
1

Solve for x. Show your work then enter your answer below.

1

Find the sum of the three blue angles below.
In other words m \angle a + m \angle b + m \angle c = ?
Show your work then enter your answer below.

1

Sam is making a mosaic table top with tiles as shown below. It is made of one regular octagon, 8 congruent squares and 8 congruent triangles. What is the measure of the angle indicated?
Show your work then enter your answer below.

1

Calculate the value of x in the diagram below.
Show your work then enter your answer below.

1

A regular hexagonal mirror frame is built from 2 inch wide pieces of pine lumber.
At what angles a and b should the wood be cut?
Show your work then enter your answers below.

1

a = ?

1

b = ?

1

In \triangleABC, the measures of angles A, B and C are (3x+90)°, (5x-10)°, and (2x+20)° respectively.
Find the measure of each angle and the value of x.

1

x=

1

\angleA=

1

\angle B=

1

\angleC=

Find all of the requested angles in the angle chase puzzle below.
You might want to use scratch paper!
1

Angle 20 has a measure of _____.

1

Angle 21 has a measure of _____.

1

Angle 22 has a measure of _____.

1

Angle 23 has a measure of _____.

1

Angle 24 has a measure of _____.

1

Angle 25 has a measure of _____.

1

Angle 26 has a measure of _____.

1

Angle 27 has a measure of _____.

1

Angle 28 has a measure of _____.

1

What is the measure of \angle1?

1

What is the measure of \angle1?

1

How many sides did the castle have?

CONGRATULATIONS, YOU MADE IT!

WE WILL BE DOING SOMETHING DIFFERENT NEXT WEEK...