Mega Math Mania An Interactive Videoconference Competition for Math Problem Solving.

Slides:



Advertisements
Similar presentations
Special Right Triangles
Advertisements

Solving Systems of Equations by Substitution Objectives: Solve Systems of Equations using substitution. Solve Real World problems involving systems of.
School life in the UK.
Probability 2: constructing tree diagrams
1  1 =.
Penalty shooting competition. Each person had 10 tries at shooting a penalty. These are their scores...
Solving Problems and Puzzles
SOLVING EQUATIONS AND EXPANDING BRACKETS
Introduction, Computers work by following a series of steps. Computers work by following a series of steps. These steps organize objects (set of variables)
Equations with Algebra Tiles
Welcome To our class! Unit 7 How much are these pants?
Whitebluepinkyelloworangepurpleblackbrowngreygreenred.
Clothes we wear By Mrs. A. Ferrante.
Practice Problems Return to MENU Practice Problems
Money Math Review.
Always, Sometimes, or Never True Solve for xLimitsDerivatives Hardtke Jeopardy Template 2011.
White No:10 is going for a fast break and defensive player Yellow No:10 is directly going towards him without any aim for the ball…
UNIT 2: SOLVING EQUATIONS AND INEQUALITIES SOLVE EACH OF THE FOLLOWING EQUATIONS FOR y. # x + 5 y = x 5 y = 2 x y = 2 x y.
Special Right Triangles
Special Shortcuts for and Triangles
CH 8 Right Triangles. Geometric Mean of 2 #’s If you are given two numbers a and b you can find the geometric mean. a # = # b 3 x = x 27 Ex ) 3 and 27.
8-4B Solving Quadratic Equations when the Leading Coefficient isn’t 1.
Number bonds to 10,
Beat the Computer Drill Divide 10s Becky Afghani, LBUSD Math Curriculum Office, 2004 Vertical Format.
2 x0 0 12/13/2014 Know Your Facts!. 2 x1 2 12/13/2014 Know Your Facts!
Bottoms Up Factoring. Start with the X-box 3-9 Product Sum
Literary Issues Ups and downs Inside and OUT Make sure.
UNIT QUESTION: What patterns can I find in right triangles?
Special Right Triangles
HSPA Prep Mathematics The HSPA is an exam administered statewide in March to high school juniors. It is designed to test our students’ proficiencies.
Whitebluepinkyelloworangepurpleblackbrowngreygreenred.
The Lucky Number 3. Question: Suppose a man has 10 pairs of socks, 5 red, 5 blue, but he keeps them loose in his drawer. As he is dressing for dinner.
PIGEONHOLE PRINCIPLE. Socks You have a drawer full of black and white socks. Without looking in the drawer, how many socks must you pull out to be sure.
Copyright © 2005 Pearson Education, Inc. (more on) Chapter 2.
Lucy has a box of 30 chocolates. 18 are milk chocolate and the rest are dark chocolate. She takes a chocolate at random from the box and eats it. She then.
Lesson 1-3 Example Example 2 A drawer of socks contains 6 pairs of white socks, 6 pairs of blue socks, and 3 pairs of black socks. What is the probability.
Prerequisite Skills VOCABULARY CHECK Copy and complete using a review word from the list: data, equation, formula, simplest form, equivalent fractions.
Discrete Structures Chapter 5 Pigeonhole Principle Nurul Amelina Nasharuddin Multimedia Department.
Clothes tie pair of socks coat shirt jumper dress skirt pair of gloves
He’s wearing red __________ and a white __________. His __________ are white, too.
Fall 2015 COMP 2300 Discrete Structures for Computation
A riddle is a statement or question or phrase having a double or veiled meaning, put forth as a puzzle to be solved. Riddles are of two types: enigmas,
WHITE YELLOW GREEN BLUE RED PINK BLACK BROWN ORANGE.
Hello, I am Vincent. I am a painter. I like to draw.
DEFINITION  INDEPENDENT EVENTS:  Two events, A and B, are independent if the fact that A occurs does not affect the probability of B occurring.
1.6 Independence of the events. Example: Drawings with Replacement Two balls are successively drawn from an urn that contains seven red balls and three.
Choose the right picture. Choose the right word.
WHAT ARE THEY WEARING?. MARY Mary is wearing red sandals, white socks, an orange dress and a beautiful necklace. What is Mary wearing?
How many different ways can 4 people be seated in a row of 4 seats? Select the correct answer
Mental Math – Powers of 10 To schwoop or not to schwoop, that is the question….
Independent and Dependent Events. Independent Events Two events are independent if the outcome of one event does not affect the outcome of a second event.
Splash Screen. Lesson Menu Main Idea and Vocabulary Example 1:Independent Events Key Concept: Probability of Independent Events Example 2:Real-World Example.
How likely it is that an event will occur the chance that a particular event will happen PROBABILITY.
© Educational Publishing House Ltd 2A Unit 6 School Uniforms.
Pigeonhole Principle – Page 1CPTR311 – Discrete Structures CPTR311 Discrete Structures Pigeonhole Principle Reading: Kolman, Section 3.3.
Big Idea The distribution of the probabilities of all possible outcomes from a situation can be displayed in tables and graphs. Goals Review probability.
Colors Part 2 Sauk I Animate vs. inanimate There are 2 different types of phrases for color terms in Sauk. One phrase refers to living things (people,
TAKS Tutorial Objectives 5 & 9 part 1. If you wish to go back over this lesson… or view any lesson from a previous session that you might have missed.
What‘s this? It’s a handbag. What‘s this? It’s a skirt.
Independent and Dependent Events. Learning Targets Determine when events are dependent or independent. Learn to use the multiplication rule of probability.
Clothes.
CPW PD Welcome Back to CPW!!!
Day 2 – Compound probability
Solve: 1. 4<
Probability Chances Are… You can do it! Activity #2.
Tuesday September 26, 2017 (Video and Worksheet -
I have a pen..
Probability of Independent Event
Problem Solving Strategies and Real World Experience
Presentation transcript:

Mega Math Mania An Interactive Videoconference Competition for Math Problem Solving

Mega Math Mania You will be given a total of 90 seconds to solve each problem. Scoring will be awarded as follows: 5 points for correctly solving the problem in the first 30 seconds 3 points for correctly solving the problem in the next 30 seconds 1 point for correctly solving the problem in the last 30 seconds

Problem 1 Raphael has 8 white socks, 4 blue socks, 10 grey socks, and 12 black socks in his sock drawer. The socks are all jumbled up in the drawer. Raphael reaches into his sock drawer in the dark. How many socks does he need to pull out to make sure he has a matching pair? 30

Problem 1 Raphael has 8 white socks, 4 blue socks, 10 grey socks, and 12 black socks in his sock drawer. The socks are all jumbled up in the drawer. Raphael reaches into his sock drawer in the dark. How many socks does he need to pull out to make sure he has a matching pair? 60

Problem 1 Raphael has 8 white socks, 4 blue socks, 10 grey socks, and 12 black socks in his sock drawer. The socks are all jumbled up in the drawer. Raphael reaches into his sock drawer in the dark. How many socks does he need to pull out to make sure he has a matching pair? 90

Mega Math Mania End of Problem 1