PowerPoint created by Parsheena Berch Resource : JBHM material Pictures: Google Images

PowerPoint created by Parsheena Berch Resource: JBHM material Pictures: Google Images

Two and Three Dimensional Shapes P.A.T.

G. 3d Construct and analyze two- and three- dimensional shapes to solve problems involving congruence and symmetry. (DOK 3) • Today, we will use this objective for our P.A.T. time.

Handout #3 • Work the page by yourself. • We will go over this when everyone has completed it.

Rules: • When it is your turn to go, turn in your card. • You are the one responsible for writing the answer on the white board and click in the answer. • If you get the answer correct, you will receive 1 point, and you will get the opportunity to play. • Depending on the game, you will be eligible to earn your team extra points. • Remember if I hear anyone “picking” on someone else, the other team gets 10 points. • Also if I see someone not working the questions, the other team gets 5 point.

Which of these best describes the symmetry in the figure below? • No line of symmetry • A horizontal line of symmetry • A vertical line of symmetry only • A vertical and a horizontal line of symmetry

For the figure below, which best describes the lines of symmetry? • One horizontal line • Two horizontal lines • One vertical line • Two vertical lines

Which figure is congruent to the triangle below? a) c) b) d)

If triangle RST is congruent to triangle WVU, what is congruent to segment RT? R S U T V W • Segment ST • Segment UV • Segment UW • Segment VW

If triangle ABC is congruent to triangle HIG, which angle is congruent to <B? C G B I A H • <H • < B • < G • < I

Which of these best describes the symmetry in the figure below? • No line of symmetry • A horizontal line of symmetry only • A vertical line of symmetry only • A vertical and a horizontal line of symmetry

Which statement is true? • A rectangle and an isosceles triangle are congruent • A square and an equilateral triangle are sometimes congruent • A regular hexagon and a regular octagon can be congruent • None of the statements above are true

How many edges does the following cube contain? • 6 • 8 • 10 • 12

Which is true for two congruent pentagons? • They have the same perimeter • They have the same area • They both have six sides • I and II • II and III • I and III • I, II, and III

If a pyramid has 6 sides what kind of pyramid is it? • Triangular pyramid • Square pyramid • Pentagonal pyramid • Hexagonal pyramid

If triangle ADC is congruent to triangle ADB, which statement is correct? A C B D • CD = DA • AC = BC • CD = BD • <CAD = <CAB

If a pyramid has 5 faces what kind of pyramid is it? • Triangular pyramid • Square pyramid • Pentagonal pyramid • Hexagonal pyramid

How many faces does this prism have? • 3 • 4 • 5 • 6

If a prism has 7 sides what kind of prism is it? • Pentagonal prism • Hexagonal prism • Heptagonal prism • Triangular prism

What is the difference in the number of bases in a square prism and a square pyramid? • There is no difference • A square prism has no base, and a square pyramid has 1 base • A square prism has 1 base, and a square pyramid has 2 bases • A square prism has 2 bases, and a square pyramid has 1 base

Which of the following is true about a cube? • It has 6 faces • It has 8 vertices • It has 10 edges • I and II • II and III • I and III • I, II, and III

Which statement is true? • A square and an equilateral triangle are congruent • An oval and a rectangle are sometimes congruent • A regular pentagon and a regular heptagon can be congruent • None of the statements above are true

Which figure is congruent to a) b) c) d)

9. If ABC = DEF, which of these is true? (DOK 2) • AB = EF • <BCA = <EFD B • AB = DF A C • <EDF = <BCA E D F

Which of these has two circles as bases? • Prism • Pyramid • Cone • Cylinder

Closure: • List – List what you already knew about congruent and similar figures. • Learn – What else did you learn about congruent and similar figures during the last few class sessions? • Link – How can you link what you learned during this lesson about congruent and similar figures to everyday life?

PowerPoint created by Parsheena Berch Resource : JBHM material Pictures: Google Images