'Hw pg' presentation slideshows

HW: Pg. 95-97 # 14-58 eoe , 59

HW: Pg. 95-97 # 14-58 eoe , 59. HW: Pg. 103-104 # 8-20 eoe. 2.6 Linear Inequalities in Two Variables. 2.6 Animated Activity Online.

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10.1 HW pg. 655-657 # 3-10, 15-23 odd, 24, 27, 28

10.1 HW pg. 655-657 # 3-10, 15-23 odd, 24, 27, 28. 3. G 4. H 5. C 6. E 7. F 8. A 9. B 10. D 15. 17. 10.1 HW pg. 655-657 # 3-10, 15-23 odd, 24, 27, 28. 19. No, 324 ? 306 21. r = 10 23. r = 10.5 24. x = 4

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SEPTEMBER 2012

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SEPTEMBER 2012

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1.3 Functions

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When a point is the same distance from two or more objects.

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6.6 Function Operations

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1.4 Trig Values of any Angle

1.4 Trig Values of any Angle. (We have already talked about this). Sort of : It turns out that all of the trig values we have been talking about can also be calculated on any circle not just a unit circle (r = 1). So the values can be found using any circle regardless of its radius. .

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Hinge Theorem

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11-5 Area of Triangles

11-5 Area of Triangles. HW: pg. 491 (#4,8,12,14) pg. 591 (#1,2,4,7,8) SHOW YOUR WORK!. Area of a triangle: A = bh b=base h=height. 11-5 Area of Trapezoid. HW: pg. 491 (#6 & 10) pg. 591 (#3,5,6,8) SHOW YOUR WORK!. To find area: A = h(b 1 + b 2 ). Vocabulary.

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HW pg. 282 # 24, 26, 27, 30, 38, 44

A fountain operating 24 hours a day can be set at three different speeds, low, medium, and high. Find the number of kL/h the fountain uses at each speed. HW pg. 282 # 24, 26, 27, 30, 38, 44.

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