Category: Algebra 1


Prepping

As you all know, the end of the school year is just around the corner. We want to prepare you for the best success and ending the year strong. Remember to continue to attend tutoring sessions, after school homework clubs, and looking forward to having a productive summer. VOLUNTEER this summer and read in preparation for your sophomore year.

LET’S GET IT!

A manually drawn decision tree diagram drawn o...

Experimental probability is the likelihood that an event will occur based on the outcomes on previous results.

Sample space is the total number of outcomes of an event

There is a general method that you following when discovering the fundamental counting principle (FCP).

ex. 4 hoagies: 3 types of meat, four types of cheeses

How many different combinations can you make ?

MEAT: turkey, ham, liverwurst                 CHEESE: provolone, cheddar, American, swiss

First method: match each meat with each type of cheese using a tree diagram

Second method: multiply the total # of meats by the total # of cheeses

FCP = 3 (# of meats)  x 4 (# of cheeses) = 12 combinations

For more information –>http://www.basic-mathematics.com/fundamental-counting-principle.html

Dice

Students,

Benchmarks are quickly approaching. All of the lessons and materials that you will receive in class this week will be related to the problems that will be presented on the Benchmarks.

Let’s review…

PROBABILITY

Probability is the chance that an event or circumstance will take place. There are two types of probability: theoretical and experimental probability.

Theoretical: the likelihood that an event will occur based on number of possible outcomes

Experimental: the likelihood that an event will occur based on the outcomes on previous results

Points to remember

  • Formula for Experimental Probability: total # of favorable outcomes/total of trials
  • Formula for Theoretical Probability: total # of favorable outcomes/total of possible outcomes
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X-Factor (233/365)

Students,

Benchmarks are quickly approaching. All of the lessons and materials that you will receive in class this week will be related to the problems that will be presented on the Benchmarks.

Let’s review…

FACTOR TRINOMIALS

The standard form for trinomials has three terms: ax^2 + bx + c, where A = 1st term, B = 2nd term, and C = 3rd term. Using the “X” method, we place our B value on the top and our C value on the bottom.

B value: sum of side numbers     C value: product of side numbers

Points to remember

  • Multiplying monomials- multiply coefficients, add exponents
  • Dividing monomials- divide coefficients, subtract exponents
  • Exponent outside the parentheses- write term out as many times as the numbers tell you to. Parentheses mean MULTIPLY!
Check out these links below

Three very important vocabulary terms that you should remember.

Trial- the number of events that occur

Favorable outcome- a desired result based on prediction

Experimental outcome- the result received after a trial

Two formulas to remember: Theoretical probability and Experimental probability

Theoretical probability: the predicted probability of an event

Experimental probability: the run of trials

Theoretical probability- P(event) = # of favorable outcomes/# possible outcomes

Experimental probability- P(event) = # of favorable outcomes/# trials

Examples

What is the probability of flipping a coin? 

Theoretical: 1/2 (there are two sides and each side is represented by the number one)

Experimental: ?/2 (there are different outcomes and two sides of a coin)

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