
welcome to the party in mathland!!
... Now that the two grouches are together the rest of the people (who were really positive all along) become happy once again. The party is saved!!! ...
... Now that the two grouches are together the rest of the people (who were really positive all along) become happy once again. The party is saved!!! ...
Day-02-Thursday-27-August-2015-Metric-System
... The answer’s exponent will never differ from the larger number exponent by more than 1. ...
... The answer’s exponent will never differ from the larger number exponent by more than 1. ...
Chapter 5 - Measurements and Calculations
... c. Trailing Zeros – come at the end of a number and count IF there is a DECIMAL POINT .001500300 = 7 SF 3000 = 1 SF ...
... c. Trailing Zeros – come at the end of a number and count IF there is a DECIMAL POINT .001500300 = 7 SF 3000 = 1 SF ...
Multiplication for Grades 3 – 4
... Each student graphs their score from Friday on the Multiplication Facts Score Sheet Each student sets a goal factor. For example, if the students set 9 as the goal factor, they will work on 9’s but also will be tested on 1, 10, 2, and 5. Tuesday – Thursday: In class: 15 minutes daily practice ...
... Each student graphs their score from Friday on the Multiplication Facts Score Sheet Each student sets a goal factor. For example, if the students set 9 as the goal factor, they will work on 9’s but also will be tested on 1, 10, 2, and 5. Tuesday – Thursday: In class: 15 minutes daily practice ...
Do Now 11/16/11
... To add two integers with DIFFERENT signs, subtract the smaller absolute value from the greater absolute value and write the sign of the integer with the greater absolute value. ...
... To add two integers with DIFFERENT signs, subtract the smaller absolute value from the greater absolute value and write the sign of the integer with the greater absolute value. ...
It is immediately clear that the even digits will be b, d, f, h
... abc, def, and fgh, making sure that no digits are repeated. Of course j is always 0, and i is chosen as the only digit that remains. We have reduced our possible digit combinations to just ten. Of these possibilities, only one meets all of the divisibility requirements! The others work with ever ...
... abc, def, and fgh, making sure that no digits are repeated. Of course j is always 0, and i is chosen as the only digit that remains. We have reduced our possible digit combinations to just ten. Of these possibilities, only one meets all of the divisibility requirements! The others work with ever ...
Multiplication overview[1] DOC File
... Grid method that builds on the concept of arrays. e.g 32 x 5 ...
... Grid method that builds on the concept of arrays. e.g 32 x 5 ...
Stage 5 Check 5 Answers
... thousand and twelve in digits. 3. Round 247,599 to the nearest hundred thousand. 4. What is the missing number? ...
... thousand and twelve in digits. 3. Round 247,599 to the nearest hundred thousand. 4. What is the missing number? ...
Document
... Example: A nice house may have a value of many hundreds of thousands of dollars. Mathematics: the result or 'output' of a calculation. Example: 3 × 4 gives the value of 12. ...
... Example: A nice house may have a value of many hundreds of thousands of dollars. Mathematics: the result or 'output' of a calculation. Example: 3 × 4 gives the value of 12. ...
Worksheet (p.2 of notes)
... (We first translate the problem into the language of the blocks.) On the top part of my desk , I will place 2 blocks, 2 flat, 3 longs and 2 units. (Now attach meaning to the division sign.) I want to share the wood equally among 3 people. I am trying to find out, how much wood each person will recei ...
... (We first translate the problem into the language of the blocks.) On the top part of my desk , I will place 2 blocks, 2 flat, 3 longs and 2 units. (Now attach meaning to the division sign.) I want to share the wood equally among 3 people. I am trying to find out, how much wood each person will recei ...
Decimals
... Big Idea for this section: A decimal gives you another way to represent a fraction. It is based on a base-10 positional notation, so many of the rules you already know for the arithmetic of whole numbers apply to decimals. Big Skills for this section: You should be able to do arithmetic with decimal ...
... Big Idea for this section: A decimal gives you another way to represent a fraction. It is based on a base-10 positional notation, so many of the rules you already know for the arithmetic of whole numbers apply to decimals. Big Skills for this section: You should be able to do arithmetic with decimal ...
UNIT 2: Writing and Interpreting Numerical Expressions
... 2. Determine which operation should be carried out first according to the order of operations. UNDERLINE IT. 3. Carry out that operation and rewrite the rest of the expression exactly the way it appeared before under the original expression. 4. Underline the next operation. 5. Continue carrying out ...
... 2. Determine which operation should be carried out first according to the order of operations. UNDERLINE IT. 3. Carry out that operation and rewrite the rest of the expression exactly the way it appeared before under the original expression. 4. Underline the next operation. 5. Continue carrying out ...
Science Skills
... p. 856. Find the value of θ in the triangle above if a = 57.3 and c = 100. Know the Pythagorean theorem, be able to use it to find the third side of a right triangle when the other two sides are given. Do not apply any of the three laws stated above to triangles that are not right triangles. ...
... p. 856. Find the value of θ in the triangle above if a = 57.3 and c = 100. Know the Pythagorean theorem, be able to use it to find the third side of a right triangle when the other two sides are given. Do not apply any of the three laws stated above to triangles that are not right triangles. ...
Level 4 Test 1
... 1. Divide thirty-one point five by ten. 2. What is seven point five divided by one hundred? ...
... 1. Divide thirty-one point five by ten. 2. What is seven point five divided by one hundred? ...
Arithmetic

Arithmetic or arithmetics (from the Greek ἀριθμός arithmos, ""number"") is the oldest and most elementary branch of mathematics. It consists of the study of numbers, especially the properties of the traditional operations between them—addition, subtraction, multiplication and division. Arithmetic is an elementary part of number theory, and number theory is considered to be one of the top-level divisions of modern mathematics, along with algebra, geometry, and analysis. The terms arithmetic and higher arithmetic were used until the beginning of the 20th century as synonyms for number theory and are sometimes still used to refer to a wider part of number theory.