Geometry-week of October 15

Monday-Equations of Lines

notes:1-Equations of Lines-2312hpf

Writing Eq of Lines-1n77utk

Writing Eq of Lines-KEY-1n1ws4r

Tuesday-Equations of Parallel and Perpendicular Lines

notes:2-Equations of Parallel and Perp Lines-20fodvk

Writing Eq-Parallel and Perp-HW-25ply2x

Writing Eq-Parallel and Perp-HW-Answers-23s6tzr

Wednesday-Equations of Circles

notes:3-Graphing and Writing Equations of Circles-2lg5xgj

Equations of Circles-1bum7ah

Equations of Circles-Changing Forms-2n98z6n

Thursday-Intersection of Circles and Lines

notes:4-Intersection of Circles and Lines-2lxxofv

Int. of Circles and Lines Homework v2-1ly1ja8

Friday-Midpoint and Partitioning

notes:5-Midpt and Partition-2jb1yk9

Partition CW-29xpzm2

Partition HW-1y7l0lq




Geometry Test Review

KNOW this material:

From the review posted below, know how to do: #1-3,5,6,8,13,17,19,22,25,27-29,31,32

Know how to determine and if a segment is tangent to a circle given its length and a radius (#19 and #20 in the review). Also, be able to explain how you would make this determination using appropriate Geometry vocabulary.

Volume and Segments Review with Notes-2hrcv6t

Volume and Seg Review with Notes – KEY-ym7x88

From the packet, know how to do:

p. 6 – last two slides

p. 7 #6

p. 8 #3

p. 18 – first slide

p. 22 – last two slides

p. 26 – last two slides

And know:

If you double the sides of a cube, you multiply the volume by 8 (2 cubed).

If you triple the radius of a sphere, you multiply the volume by 27 (3 cubed).

If you double the sides of a shape, you multiply the area by 4 (2 squared).

If you triple the sides of a shape, you multiply the area by 9 (3 squared).

Geometry-week of Oct. 8

Monday-Volume of Pyramids, Cones and Spheres

notes: 6-Vol of Pyramids Cones Spheres-1r9588l

Volume-Pyramid and Cones-uy5nxb

Volume of Spheres HW-26y740i

Volume of All Solids HW-1djzl0k


Tuesday-Cavalieri’s Principle and Composition of Volumes

Caval and Applications of Volume and Area-2ck8qzf

Volume of Composite Solids Worksheet-1iz18iw

Volume of Composite Solids Worksheet – KEY – in color-2cwq5no





Review with QR Code answers-11gelco

Vol and Seg Review v2 – KEY-yqnwzd

Vol and Seg Review with Notes-24z7ilo

Volume and Seg Review with Notes – KEY-ylykel

Volume and Segment Review #2-1sb85o9

Volume and Segments Review v2-1vyqgft


Circles-Secants and Tangents-1wpmcgg Circles-Tangent Lengths-si1ju5 composite volume-1cjela9 Propeties of Chords WS-2l0tupy StationsChords-2dgqpfx TangentsPythagorean Theorem-zr7hmk Volume-Cylinders and Prisms-136jch8 Volume-Pyramid and Cone-12jewxy Volume-Spheres-s55x4l



Geometry-week of October 1

Monday-Segment Length and Chord Properties

notes:1-Segment Lengths and Chord Properties-25cc6i1

Properties of Chords-CW-1qgib6l

Radius and Chord-1u51fof


Tuesday-Tangent Lengths

notes:2-Tangent Problems (Pyth)-29usd8w

Tangents and Party Hats HW-186ioux

Tangent Lines Homework-1jj0567


Wednesday-Chord Lengths (Part*Part)

notes:3-Chord Lengths (Part Part)-1gp1nud

Part Part Chord Property-1vnq4bf

Chords in Circles-2bmug84


Thursday-Secant and Tangent Lengths (Outside*Whole)

notes:4-Secants Tangents (Outside and Whole)-1ebufh1

Secant Lengths-r59pz9

Secants and Tangents-1r9b4jk


Friday-Volume of Prisms and Cylinders

notes:5-Volume of Prisms and Cylinders-2idnl6v

Volume of Prisms-14t9a52



Geometry test topics for Friday

Students should know how to do the following problems:

All problems on the “3-Review Sheet”: Circle Angles Arcs Circumference Area Review with notes-1sszwhl

These problems from the packet:

p. 12-slide at top right

p. 31 #11

p. 32 #22

p. 22 #11

p. 23 #2

p. 33-slide at bottom right

p. 20-only problem on the page

Arc Length Homework #8-reviewed in class Wed., Sept. 19th

Students should also know that the opposite angles of an inscribed quadrilateral are supplementary, and they should be able to explain WHY.

Geometry-week of September 17

Monday-review Angles and Arcs

All Angles Homework – KEY-2521j5v

All Angles Homework-2i32lkm


Tuesday-Arc Length


Arc Length HW-29icf12

Arc Length Homework-1eij9me

Arc Length Homework – KEY-1f26k7c

Wednesday-Sector Area

notes:6-area of sectors and segments-2b69ado

Sector Area HW-2gadkpi

Arc Length and Sector Area-HW-2a04rnv

Arc Length and Sector Area-KEY-162sax1





Circle Angles Arcs Circumference Area Review with notes – KEY-16m5sj1

Circle Angles Arcs Circumference Area Review with notes-1ssoq2n






Geometry-week of Sept. 10

Next test: Friday, September 21st!


Monday-Vocabulary and Central Angles

notes:1-Circles-vocab and central angles-2dye0vf

Central Angles-Day 1-1jqbjlr

Tuesday-Central Angles

notes:1-Circles-vocab and central angles-2dye0vs

Central Angles-1lapv98

Central Angles Practice – KEY-2k78bw7

Central Angles HW-2igr350

Central Angles Homework – KEY-1bns7zb

Wednesday-Inscribed Angles and Inscribed Quadrilaterals


Day 2 – Inscribed Angles Practice WS-13vgdg6

Inscribed Angles Homework – KEY-1zlheru

Inscribed Angles HW-1tg21qh

Inscribed Angles Practice WS – KEY-vbhi7b

Circles-Inscribed Angles-12ohran

Thursday-Review of Angles

Central and Inscribed Angles-1qtrney

Friday-Secants, Tangents, Angles and Intercepted Arcs

notes:3-angle and arc-vertex is interior-u76hz1

notes: 4-angle and arc vertex is EXTERIOR-1nx83qg

All Angles Homework – KEY-2521j5v

All Angles Homework-2i32lkm

Angles-Vertex Exterior-1qoa475

Angles-Vertex Interior-282pnez