Geometry
p. 694 (18 - 22)
LPT p. 696 (1, 2, 3) Tangent Ratio
LPT 708 (1-4)
Calculus
Definite Integral Problems
Geometry
New Assigned Seating (10 Min)
No talking without permission until further notice.
see above
Bridge
Finish Section 41
Thursday, March 29, 2018
Wednesday, March 28, 2018
28 Mar 2018
Geometry
Review of Prior Material.
LPT p.804 (a, b, c)
p.812 (18, 19)
LPT p.814 (1-4)
LPT p. 828 (a, b, c)
Calculus
Definite Integral Handout
Geometry
see above
Bridge
Pie Chart Handout
Review of Prior Material.
LPT p.804 (a, b, c)
p.812 (18, 19)
LPT p.814 (1-4)
LPT p. 828 (a, b, c)
Calculus
Definite Integral Handout
Geometry
see above
Bridge
Pie Chart Handout
Tuesday, March 27, 2018
27 Mar 2018
Geometry
Note: Angle Relationships in Circles examples p. 834
page 842 LPT (a,b,c)
Note: page 843 & 844 examples for page 847.
page 847 ((1-4) Complete, tear out, turn in.
page 850 (1-8) Complete, tear out, turn in.
Calculus
page 285 ( 61-64) Turn in.
Use example problems p. 277 - 283 to help solve problems.
Geometry
see above
Bridge
Section 41 Growth and Decay p.568
Notes and Example p. 571 - 574
Work 1-9 p.574
Note: Angle Relationships in Circles examples p. 834
page 842 LPT (a,b,c)
Note: page 843 & 844 examples for page 847.
page 847 ((1-4) Complete, tear out, turn in.
page 850 (1-8) Complete, tear out, turn in.
Calculus
page 285 ( 61-64) Turn in.
Use example problems p. 277 - 283 to help solve problems.
Geometry
see above
Bridge
Section 41 Growth and Decay p.568
Notes and Example p. 571 - 574
Work 1-9 p.574
Monday, March 26, 2018
26 Monday 2018
Geometry
review p.883 Arc Length and Sector Area
page 885 (1-4) Complete, tear out and turn in.
page 900 (1-4) Complete, tear out, turn in
page 872 (1-3) Complete, tear out, turn in.
Calculus
Finding the area between curves
Problems
Geometry
see above
Bridge
review p.883 Arc Length and Sector Area
page 885 (1-4) Complete, tear out and turn in.
page 900 (1-4) Complete, tear out, turn in
page 872 (1-3) Complete, tear out, turn in.
Calculus
Finding the area between curves
Problems
Geometry
see above
Bridge
Friday, March 23, 2018
23 Mar 2018
Geometry
Day Two ; Equations of Circles
(see last lesson)
Calculus
Day Two: Definite Integrals
Geometry
see above
Bridge
Day Two ; Equations of Circles
(see last lesson)
Calculus
Day Two: Definite Integrals
Geometry
see above
Bridge
Thursday, March 22, 2018
22 Mar 2018
Geometry
G.GPE.A.1
Know and write the equation of a circle of given center and radius using the Pythagorean Theorem.
17.1 Equation of Circle p. 889
Online Practice Problems (Khan)
Online Practice Problems
Work page 890 - 892
p. 896 (1-9; 14-16;
Day Two:
Work p. 893-894
p. 896 (10- 13; 17-23)
Calculus
Examples: Video
Definite Integrals 01
Definite Integrals 02
Geometry
see above
Bridge
G.GPE.A.1
Know and write the equation of a circle of given center and radius using the Pythagorean Theorem.
17.1 Equation of Circle p. 889
Online Practice Problems (Khan)
Online Practice Problems
Work page 890 - 892
p. 896 (1-9; 14-16;
Day Two:
Work p. 893-894
p. 896 (10- 13; 17-23)
Calculus
Examples: Video
Definite Integrals 01
Definite Integrals 02
Geometry
see above
Bridge
Sunday, March 18, 2018
Friday, March 16, 2018
16 Mar 2018
Geometry
G.GMD.A.1
Note: PI day activities moved - swap this lesson with yesterday's.
Give an informal argument for the formulas for the circumference of a circle and the volume and surface area of a cylinder, cone, prism, and pyramid.
p.932 ( 1- 12)
p.955 (2-10)
Calculus
Mean Value Theorem
Part 2
Average Value Theorem
Second Fundamental Theorem of Calculus
p284 (5-10, 19,21,23,25)
Geometry
see above
Bridge
(Continue)
Section 39 Solving Quadratic Equations p. 547
p. 547 - 551 Notes and Examples
p. 551 (1-16)
G.GMD.A.1
Note: PI day activities moved - swap this lesson with yesterday's.
Give an informal argument for the formulas for the circumference of a circle and the volume and surface area of a cylinder, cone, prism, and pyramid.
p.932 ( 1- 12)
p.955 (2-10)
Calculus
Mean Value Theorem
Part 2
Average Value Theorem
Second Fundamental Theorem of Calculus
p284 (5-10, 19,21,23,25)
Geometry
see above
Bridge
(Continue)
Section 39 Solving Quadratic Equations p. 547
p. 547 - 551 Notes and Examples
p. 551 (1-16)
Thursday, March 15, 2018
15 Mar 2018
Geometry
Note: PI day activities moved - swap this lesson with tomorrow's.
Finish last set of problems. Work the following LPT's:
872, 842, 814
Pi Day Activities
Calculus
Continue yesterday's assignment. Groups put problems on board and check.
Geometry
see above
Bridge
Section 39 Solving Quadratic Equations p. 547
p. 547 - 551 Notes and Examples
p. 551 (1-16)
Note: PI day activities moved - swap this lesson with tomorrow's.
Finish last set of problems. Work the following LPT's:
872, 842, 814
Pi Day Activities
Calculus
Continue yesterday's assignment. Groups put problems on board and check.
Geometry
see above
Bridge
Section 39 Solving Quadratic Equations p. 547
p. 547 - 551 Notes and Examples
p. 551 (1-16)
Tuesday, March 13, 2018
13 Mar 2018
Geometry
16.2 Arc Length and Radian Measure p.862
Finding Arc Length
Discuss how each side could have been multiplied by 2 to leave 180 on the left and pi on the right...
Arc length of concentric circles
Apply lengths ro a segment AX and CX and see what an actual comparison would look like.
change 90 degrees to radians
More Examples
Page 867 (1 - 16, 18-26)
Calculus
4.3 Definite Integrals p.267
Stillwater Calculus Definite Integral - Def. and Examples
p.272 (3-33)
Geometry
see above
Bridge
Section 38 Graphing Quadratics p.525
Notes p. 525 - 530
Work (1-12)
16.2 Arc Length and Radian Measure p.862
Finding Arc Length
Discuss how each side could have been multiplied by 2 to leave 180 on the left and pi on the right...
Arc length of concentric circles
Apply lengths ro a segment AX and CX and see what an actual comparison would look like.
change 90 degrees to radians
More Examples
Page 867 (1 - 16, 18-26)
Calculus
4.3 Definite Integrals p.267
Stillwater Calculus Definite Integral - Def. and Examples
p.272 (3-33)
Geometry
see above
Bridge
Section 38 Graphing Quadratics p.525
Notes p. 525 - 530
Work (1-12)
Friday, March 9, 2018
09 Mar 2018
Geometry
G.C.B.4
Know the formula and find the area of a sector of a circle in a real-world context.
16.3 Sector Area p.873
Work p. 876 (3-22)
Calculus
4.2 Sigma Notation p.253
Why we need Sigma Notation...
Sigma Notation
p.262 (25-29)
Geometry
see above
Bridge
Finish last assignment's problems.
G.C.B.4
Know the formula and find the area of a sector of a circle in a real-world context.
16.3 Sector Area p.873
Work p. 876 (3-22)
Calculus
4.2 Sigma Notation p.253
Why we need Sigma Notation...
Sigma Notation
p.262 (25-29)
Geometry
see above
Bridge
Finish last assignment's problems.
Thursday, March 8, 2018
08 Mar 2018
Geometry
G.C.A.2
Identify and describe relationships among inscribed angles, radii, and chords. Include the relationship between central, inscribed, and circumscribed angles; inscribed angles on a diameter are right angles; the radius of a circle is perpendicular to the tangent where the radius intersects the circle.
15.4 Segment Relationships in Circles p. 815
p.823 (5-21; LPT 828)
Calculus
Continue with last lesson...
CH. 4.1 Antiderivatives --- Integration
p.242 - 248
Examples 01
Examples 02
Integration Rules p. 244
p.249 (15-42)
Geometry
see above
Bridge
Continue last lesson's problems.
G.C.A.2
Identify and describe relationships among inscribed angles, radii, and chords. Include the relationship between central, inscribed, and circumscribed angles; inscribed angles on a diameter are right angles; the radius of a circle is perpendicular to the tangent where the radius intersects the circle.
15.4 Segment Relationships in Circles p. 815
p.823 (5-21; LPT 828)
Calculus
Continue with last lesson...
CH. 4.1 Antiderivatives --- Integration
p.242 - 248
Examples 01
Examples 02
Integration Rules p. 244
p.249 (15-42)
Geometry
see above
Bridge
Continue last lesson's problems.
Wednesday, March 7, 2018
07 Mar 2018
Geometry
15 Min - finish problems from last lesson.
G.C.A.2
Identify and describe relationships among inscribed angles, radii, and chords. Include the relationship between central, inscribed, and circumscribed angles; inscribed angles on a diameter are right angles; the radius of a circle is perpendicular to the tangent where the radius intersects the circle.
Work a few Chord-chord interior angle problems on board.
15.5 Angle Relationships in Circles p.829
p. 836 Work (1- 20; LPT p.842)
Calculus
CH. 4.1 Antiderivatives --- Integration
p.242 - 248
Examples 01
Examples 02
Integration Rules p. 244
p.249 (15-42)
Geometry
see above
Bridge
Section 37 Linear Inequalities p. 515
Notes p. 515 - 521
p. 521 (1- 70)
15 Min - finish problems from last lesson.
G.C.A.2
Identify and describe relationships among inscribed angles, radii, and chords. Include the relationship between central, inscribed, and circumscribed angles; inscribed angles on a diameter are right angles; the radius of a circle is perpendicular to the tangent where the radius intersects the circle.
Work a few Chord-chord interior angle problems on board.
15.5 Angle Relationships in Circles p.829
p. 836 Work (1- 20; LPT p.842)
Calculus
CH. 4.1 Antiderivatives --- Integration
p.242 - 248
Examples 01
Examples 02
Integration Rules p. 244
p.249 (15-42)
Geometry
see above
Bridge
Section 37 Linear Inequalities p. 515
Notes p. 515 - 521
p. 521 (1- 70)
Tuesday, March 6, 2018
06 March 2018
Geometry
G.C.A.2
Identify and describe relationships among inscribed angles, radii, and chords. Include the relationship between central, inscribed, and circumscribed angles; inscribed angles on a diameter are right angles; the radius of a circle is perpendicular to the tangent where the radius intersects the circle.
15.1 Central Angles and Inscribed Angles p.779
Notes: p.779, 780,781, 782, 785 Central Angles, Chords, Arcs, etc.
p.786 ( 1-21;
Calculus
Continue working problems in groups
p.217 (23, 26, 33, 55)
Geometry
see above
Bridge
Section 36 Part II p.493
Notes, Examples p. 493-498
Work (1-6) p.499
G.C.A.2
Identify and describe relationships among inscribed angles, radii, and chords. Include the relationship between central, inscribed, and circumscribed angles; inscribed angles on a diameter are right angles; the radius of a circle is perpendicular to the tangent where the radius intersects the circle.
15.1 Central Angles and Inscribed Angles p.779
Notes: p.779, 780,781, 782, 785 Central Angles, Chords, Arcs, etc.
p.786 ( 1-21;
Calculus
Continue working problems in groups
p.217 (23, 26, 33, 55)
Geometry
see above
Bridge
Section 36 Part II p.493
Notes, Examples p. 493-498
Work (1-6) p.499
Monday, March 5, 2018
05 Mar 2018
Geometry
Go step by step to work proof on p.636 [#2 (p.632-633)]
Take notes and work through the Theorem below:
Calculus
Optimization Problems p. 211 - 215
Examples 01
Examples 02
Work (18-20) p.216/217
Geometry
see above
Bridge
No Students today - moved assignment to next lesson.
Go step by step to work proof on p.636 [#2 (p.632-633)]
Take notes and work through the Theorem below:
Calculus
Optimization Problems p. 211 - 215
Examples 01
Examples 02
Work (18-20) p.216/217
Geometry
see above
Bridge
No Students today - moved assignment to next lesson.
Friday, March 2, 2018
02 Mar 2018
Geometry
Computer Lab - finish Quizzes Modules 01-03
Calculus
Finish last assignment
Geometry
see above
Bridge
Finish last assignment
Computer Lab - finish Quizzes Modules 01-03
Calculus
Finish last assignment
Geometry
see above
Bridge
Finish last assignment
Thursday, March 1, 2018
01 Mar 2018
Geometry
G.SRT.B.4
Prove theorems about similar triangles.
Theorems include but are not limited to: a line parallel to one side of a triangle divides the other two proportionally, and conversely; the Pythagorean Theorem proved using triangle similarity.
Text p. 632, p. 634
p.636 #2 (p.632-633)
p.637 (3-16)
Calculus
p. 170 Mean Value Theorem 3.2
Examples 3 &4
p. 172 (31-40; 43)
Geometry
see above
Bridge
Section 36 Inequalities p.480
Notes & Examples p 480 - 487
Work (1-10) p.488
G.SRT.B.4
Prove theorems about similar triangles.
Theorems include but are not limited to: a line parallel to one side of a triangle divides the other two proportionally, and conversely; the Pythagorean Theorem proved using triangle similarity.
Text p. 632, p. 634
p.636 #2 (p.632-633)
p.637 (3-16)
Calculus
p. 170 Mean Value Theorem 3.2
Examples 3 &4
p. 172 (31-40; 43)
Geometry
see above
Bridge
Section 36 Inequalities p.480
Notes & Examples p 480 - 487
Work (1-10) p.488
Subscribe to:
Posts (Atom)