35 th Annual Armstrong Atlantic State University High School Math Tournament Ciphering Round - Varsity.

Slides:



Advertisements
Similar presentations
Divide. Evaluate power – 3 = – 3 EXAMPLE – 3 = 3 2 – – 3 = 6 – 3 Multiply. Evaluate expressions Multiply and divide from.
Advertisements

Section 7.6: More Applications of Quadratic Equations.
Warm-Up Exercises Simplify the expression. ANSWER 1 8 3π3π (9π)
Two way tables There are 125 children in Year 6. 52% of them are girls. 20% of girls do not play football. Five times as many boys play as do not play.
Museums The Rock and Roll Hall of Fame and Museum in Cleveland, Ohio, has a triangular shaped wall. What is the area of the wall? In the Real World Areas.
38 th Annual Lee Webb Math Field Day Varsity Math Bowl.
40 th Annual Lee Webb Math Field Day March 12, 2011 Varsity Math Bowl.
Eighth Grade Math Ratio and Proportion.
11-1: Simplifying Radicals
Holt CA Course Estimating with Fractions x = = = Warm Up Solve. x = 24.6 x = x = x t 4.1 x 15.1.
1 Instantaneous Rate of Change  What is Instantaneous Rate of Change?  We need to shift our thinking from “average rate of change” to “instantaneous.
Maths Test Tips. Place Value Remember where the digits are and what they are worth. Remember the names of the place value columns. The decimal point never.
All answers are from 1 – 60, inclusive.
2006 Vanderbilt High School Mathematics Competition Ciphering Please send your first round cipherer to the front at this time.
Third Grade Math Vocabulary.
First Annual Holy Cross High School Mathematics Competition Individual Competition.
Quiz Bowl  All eight students will solve problems as part of a quiz bowl.  Students will work together to answer questions and compete head to head against.
TechConnect Concrete Math.
Geometry.
32 nd Annual Armstrong Atlantic State University High School Math Tournament Ciphering Round.
Lesson 5-3 (non honors) The Law of Sines
MATHCOUNTS® 2000 National Competition Countdown Round.
Square Roots and Radicals
PSSA Review Jeopardy Numbers Fractions and % Geometry Probability & Statistics Misc
35 th Annual Armstrong Atlantic State University High School Math Tournament Ciphering Round – Junior Varsity.
TechConnect Concrete TechConnect Concrete Math. Place Values.
Praxis I Math Review By: Professor Peter Eley. Question 1 Text answers to A scientist has a very sophisticated microscope and laser cutting tool.
Splash Screen. Lesson Menu Five-Minute Check (over Chapter 7) Main Idea and Vocabulary Key Concept: Customary Units of Length Example 1:Draw a Line Segment.
11.4 Warm Up Warm Up Lesson Quiz Lesson Quiz Lesson Presentation Lesson Presentation Circumference and Arc Length.
1. If Mark drives for 4 hours at 60 miles per hour and then drives another 6 hours at 40 miles per hour, what is his average speed, in miles per.
Copyright Sautter General Problem Solving Steps (1) Read the problem more than once (three of four times is preferable) (2) Decide what is to be.
Pre-Algebra T McDowell
4.8 Applications of Quadratic Equations. Steps (reviews) Read and underline important words and numbers Assign variables Create equation and solve equation.
Holt CA Course Triangles Vocabulary Triangle Sum Theoremacute triangle right triangleobtuse triangle equilateral triangle isosceles triangle scalene.
Elimination Tournament Round 1 3 nd Annual WSMA Math Bowl March 2, 2013 This test material is copyright © 2013 by the Washington Student Math Association.
Countdown Round Berkeley Math Tournament – Fall 2012.
Section 1.3 Each arrangement (ordering) of n distinguishable objects is called a permutation, and the number of permutations of n distinguishable objects.
Level One Countdown Round. Question 1 How many lines of symmetry does a square have?
Transparency 1 Click the mouse button or press the Space Bar to display the answers.
Number Starter. Shape Starter Algebra Starter.
Using SohCahToa to solve right triangles: What does SohCahToa stand for? sinx = opposite_ hypotenuse cosx = adjacent_ hypotenuse tanx = opposite adjacent.
a AA B CBC b AA B CBC c AA B CBC d AA B CBC e AA B CBC f AA B CBC c AA B CBC a AA B CBC b.
EXAMPLE 5 Solve a vertical motion problem A juggler tosses a ball into the air. The ball leaves the juggler’s hand 4 feet above the ground and has an initial.
Introduction This Chapter involves the use of 3 formulae you saw at GCSE level We will be using these to calculate missing values in triangles We will.
SAT I Math Test #04 Solution. SAT I Math Test No. 04 SECTION 1 BE = BC + CE, where BC = √( ) = √100 = 10 and CE = √(13 2 – 12 2 ) = √25 = 5 ∴
 Given a quadratic equation in standard form, the value of x can be found by using the quadratic formula:
Linear Motion. Speed & Velocity Acceleration Free Fall: Fast Free Fall: Far Graphs & Air Resistance.
DO NOW 4/27/2016 Find the theoretical probability of each outcome. 1. rolling a 6 on a number cube. 2. rolling an odd number on a number cube. 3. flipping.
Aim: How do we work with mid-segments and midpoints? Goal: Everyone will understand how to solve and find midpoints and mid- segments.
Ratio A ration is a comparison between two numbers. We generally separate the two numbers in the ratio with a colon(:). Suppose we want to write the ratio.
SOLVING ALGEBRAIC EXPRESSIONS
Section 16 Inclusion/Exclusion
Pythagorean Theorem Distance and
Area of Triangles.
State Countdown Round MATHCOUNTS State Countdown Round.
Check it out! 1.2.1: Normal Distributions and the 68–95–99.7 Rule
Click to see each answer.
Click when ready....
St. Luke School Math Tournament
Comparing and Ordering Integers
Grissom High School Math Tournament 2007
2.1 Rates of Change and Limits
Alabama School of Fine Arts
What is an equation? An equation says that two things are equal. It will have an equals sign "=" like this: x + 2 = 6 This equation says: what is on the.
Aim: How do we work with mid-segments and midpoints?
Ratio, Proportion, and Percent
1. Solve 3x + 8 < 29. ANSWER x < 7 2. Solve 15 > –2x – 9.
Fifth Grade Math Course I
Hook How could you calculate the measurements for a scale model of the Parthenon? Coach’s Commentary I chose this example because most students have had.
Click to see each answer.
Presentation transcript:

35 th Annual Armstrong Atlantic State University High School Math Tournament Ciphering Round - Varsity

10 seconds left 60 seconds leftQuestion 1 30 seconds left TIME’S UP!!! Triangle ABC is a right triangle with edge lengths AB = 50, BC = 40 and CA = 30. The perpendicular from C to AB meets AB at D as shown. What is the length of DC? B A C D

Question 1 - Answer

10 seconds left 60 seconds leftQuestion 2 30 seconds left TIME’S UP!!! Suppose a positive integer N is divisible by 21 and 9. What is the smallest possible number of positive integers that divide N ?

Question 2 - Answer

10 seconds left 60 seconds leftQuestion 3 30 seconds left TIME’S UP!!! The following happens at a two-person relay race: The first runner hands off the baton after having raced one half the distance plus half a mile. The second runner reaches the finish line after having raced one third of the remaining distance plus one third of a mile. How long was the course?

Question 3 - Answer

10 seconds left 60 seconds leftQuestion 4 30 seconds left TIME’S UP!!! A box contains 5 blue chips, 3 red chips, and 2 white chips. If three chips are randomly selected, without replacement, what is the probability that one of each color is selected?

Question 4 - Answer

10 seconds left 60 seconds leftQuestion 5 30 seconds left TIME’S UP!!! The digits of both 52 and 22 are non-ascending since 5 ≥ 2 and 2 ≥ 2. How many 2 digit numbers have digits in non- ascending order?

Question 5 - Answer

10 seconds left 60 seconds leftQuestion 6 30 seconds left TIME’S UP!!! The Venn Diagram represents snack preference among 140 Armstrong professors. C A P A – apples P – pretzels C – chips professors eat both apples and chips, 12 eat both pretzels and chips, and 75 eat chips. How many eat only chips?

Question 6 - Answer

10 seconds left 60 seconds left 30 seconds left TIME’S UP!!! Question 7 Find the digits X and Y such that the base three numeral 1X21 represents the same value as the base five numeral 2Y2.

Question 7 - Answer

10 seconds left 60 seconds leftQuestion 8 30 seconds left TIME’S UP!!! Solve for x, y, and z.

Question 8 - Answer

10 seconds left 60 seconds leftQuestion 9 30 seconds left TIME’S UP!!! A ball is thrown into the air with a velocity of 40 ft per sec. Its height in feet after t seconds is given by the formula Determine the time when the instantaneous velocity is equal to the average velocity of the ball on its trip up. Express answer as a fraction in lowest terms.

Question 9 - Answer

10 secs 60 seconds leftQuestion seconds TIME’S UP!!! Two wrongs DO make a right! Each of the letters in the following sum stands for one of the digits 1, 2, …, 8. Given that R represents 5 and O represents 7, determine what digit H represents.

Question 10 - Answer