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R.Idicula Percy L. Julian High School 10330 S Elizabeth Ave., Chicago, IL 60643 GEOMETRY

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R.Idicula. Percy L. Julian High School 10330 S Elizabeth Ave., Chicago, IL 60643 GEOMETRY. SEM 2 , QUICK QUIZ. EXTRA TIME. SEM 2 , QUICK QUIZ. 5. SEM 2 , QUICK QUIZ. 4. SEM 2 , QUICK QUIZ. 3. SEM 2 , QUICK QUIZ. 2. SEM 2 , QUICK QUIZ. 1. - PowerPoint PPT Presentation

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Objectives

SWBAT: with at least 80% of accuracyExpress the sine cosine and tangent of an

angle in a rt. Triangle as a ratio of given side length(FUN 24-27).Apply basic trigonometric ratios to solve right-triangle problems (FUN 28-32) (Review )

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1.As your job at the hardware store, a customer gives you a $20 bill to pay for a hammer that costs $7.98 and a box of nails that costs $1.69. How much change should you give back?

2. In a typical week, you work 40 hours with no overtime. Your salary before taxes and other deductions is $334.00. How much do you make per hour?

3. A metal alloy is made by adding ½ ounce of metal C and 1/3 ounce of metal D. What is the total weight of the alloy

4. Over the last 5 days, you made the following number of sales calls: 8, 7, 9, 5, and 7. On average, how many calls did you make each day?

BELL RINGE REVIEW

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5. Expand 2 x4 ?

6. Expand 6 y5 ?

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7. What is the value of ےA.

480

A

CB 540

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8. The sum of 6 numbers is 108 , and the sum of 9 numbers is 162. What is the average of these 15 numbers ?

9. The operation B @ C is defined as B + 2C. What is te value of 6 @ 3 ?

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10.For every integer n,the sum of

n and n + 1 is

A. odd B. even C. divisible by 3 D. divisible by 5 E. divisible by 7.

11. What is the value of the expression

200 – 3 ( √ 9 -4 )2 ?

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12. What is the positive difference between the mean and the median of the 6 numbers given below ?

13 23 12 20 13 15

13. 2 (1 - 5) +3 = ?

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14. In rt. triangle BDC , altitude BD is 4 inches long. What is the perimeter , in inches , of triangle BCD ?

B

4

C D

A. 8 B. 8 + 4√2 C. 12√2 D. 12 + √ 3 E. 16

450

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15. A circular play area has a diameter of 12 yards. A fence is put around the play area, with a 2-yard section of the circle left open as the entrance. What is the closest to the minimum number of yards of fencing needed ?

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Use ∆ABC to find the missing side a

EX

IT S

LIP

C

760

a

70

A

BBB

B