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UNIT 1:
DAY I' INTEGER RULES
integer a positive or negative whole numbers and zero.
¡
INTEGER RULES
Subtraction
addition
Same signs: when ad

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UNIT 1:
DAY I' INTEGER RULES
integer a positive or negative whole numbers and zero.
¡
INTEGER RULES
Subtraction
addition
Same signs: when ad

Sign up

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Join milions of students

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UNIT 1:
DAY I' INTEGER RULES
integer a positive or negative whole numbers and zero.
¡
INTEGER RULES
Subtraction
addition
Same signs: when ad

Sign up

Sign up to get unlimited access to thousands of study materials. It's free!

Access to all documents

Join milions of students

Improve your grades

By signing up you accept Terms of Service and Privacy Policy

UNIT 1:
DAY I' INTEGER RULES
integer a positive or negative whole numbers and zero.
¡
INTEGER RULES
Subtraction
addition
Same signs: when ad

Sign up

Sign up to get unlimited access to thousands of study materials. It's free!

Access to all documents

Join milions of students

Improve your grades

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UNIT 1: DAY I' INTEGER RULES integer a positive or negative whole numbers and zero. ¡ INTEGER RULES Subtraction addition Same signs: when adding numbers of the same sign, add the numbers. and keep the sign. 3 + 5 = 8 (-2) + (-4)= - 6 different signs: when adding numbers with different signs, subtract the numbers and keep the sign of the larger number. 11 + (-7) = 4 (- 9) + 2 = -7 addition rules. 12- (-5) = Keep-change-change: keep the sign of the first number, change the subtraction to addition, change the sign of the second number. then follow the multiplication & division 12 +(+5)* Keep change change 12- (-5) = 17 same signs: multiply or divide (3) (8) = 24 15/3 = 5 or expressions ar Cube root - 5 DAY 2 - ORDER OF OPERATIONS VOCABULARY & different signs: multiply or divide answer is always negative. (-4) (7) = 28 (3) (-8)= 24 -15/3 = 10/-5 = - opperations answer is always positive (-4) (-7) = 28 -1°/-5 2 2 7 8 or or 2 order of operations - the rules that tell us how to simplify expressions with multiple steps. BED MAS a special value that multiplies itself 3 times to give the number. = 2 √√√B 2 KOKUYO LOOSE-LEAF base- absolute value Simplify the number that gets multiplied when using an exponent. 35= 3 as base 3 3. 3 square root to reduce the numerical expression to one number by using the order. of operations. 2 (3 x - 5) + 6 x 1 O + 4 6 x -...

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Alternative transcript:

6 variable 555 perfect square - a number that has a whole number as its square root. √9 : 3 3 3 = 9 3² : 9 9 the distance between a number and zero. 1³1 = 3 1-31 3 exponent. the number that tells how many times to multiply the base. 35 = 3. 3. 3. 3. 3 exponent is 5 numerical expression a special value that multiplies itself 2 times to give the number. √√√√36 = 6 6 6 = 36 3 ddition . ultiplication ubtraction a letter used to represent a number. 3 x + 4 ५ 8 14 are variables a mathematical sentence that contains only numbers and operations. 3 (2+4) 8/12 rackets innermost symbols first xponents ivision - do what comes first left to right DAY 3 - EVALUATING ALGEBRAIC EXPRESSIONS VOCABULARY substitute: replace a variable with a defined number. always use parenthesis. b when algebraic expression: a mathematical sentence that contains variables, numbers and operations. 3x²- 7 TO EVALUATE AN ALGEBRAIC EXPRESSION a = 2 b = 4 6 1. replace each variable with the given value 2. if a variable is next to a number, you must multiply 5 x * 5x is e.g: 3. use the order of operations to simplify the expression DAY - SIMPLIFYING ALGEBRAIC EXPRESSIONS term - a number, a variable, or a numbered multiplied by variable (s) 4x 2 y + 5 3 terms, 4.x, - like terms constant a fixed value. a number without a variable being multiplied with it. 4 x 2 y + 5 5 is a constant coefficient - 2 y, 5 terms that have the same variable (s) and the same. exponents. 5a² 8-3a² a number used to multiply a variable. 4 x - 2y + 5 2 coefficients, 4, -2 KOKUYO LOOSE LEAF distributive property. the exponent! COMBINING LIKE TEAMS when you have like terms in an expression, simplify the expression by adding or Subtracting the coefficients and keep the variable and exponent. do not change 100 DAY 5 - PUTTING IT ALL TOGETHER a simplified expression has no parenthesis and all like terms are combines. TO SIMPLIFY EXPRESSIONS first distribute. second: combine like terms GEOMETRY APPLICATIONS to find the perimeter of a shape you add up the lengths of all the sides. - DAY 6- TRANSLATING EXPRESSIONS addition. multiplying a number by a group of numbers added together gives the same result as doing each multiplication seperately. 4 (2 x + 1) = 4 (2 x) + 4 (1) what does translate" mean? expressing something in another language KEY WORDS & PHRASES . · Sum total all together plus (+) increase more than Subtraction minus (-) difference fewer take away decrease less than multiplication. • product times per each division quotient average per each

Expressions and Operations

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Algebra 1

 

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UNIT 1:
DAY I' INTEGER RULES
integer a positive or negative whole numbers and zero.
¡
INTEGER RULES
Subtraction
addition
Same signs: when ad
UNIT 1:
DAY I' INTEGER RULES
integer a positive or negative whole numbers and zero.
¡
INTEGER RULES
Subtraction
addition
Same signs: when ad
UNIT 1:
DAY I' INTEGER RULES
integer a positive or negative whole numbers and zero.
¡
INTEGER RULES
Subtraction
addition
Same signs: when ad
UNIT 1:
DAY I' INTEGER RULES
integer a positive or negative whole numbers and zero.
¡
INTEGER RULES
Subtraction
addition
Same signs: when ad

Algebra 1 - unit 1 - covers: integer rules, order of operations, evaluating algerbraic expressions, simplifying algebraic expressions, and translating expressions.

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UNIT 1: DAY I' INTEGER RULES integer a positive or negative whole numbers and zero. ¡ INTEGER RULES Subtraction addition Same signs: when adding numbers of the same sign, add the numbers. and keep the sign. 3 + 5 = 8 (-2) + (-4)= - 6 different signs: when adding numbers with different signs, subtract the numbers and keep the sign of the larger number. 11 + (-7) = 4 (- 9) + 2 = -7 addition rules. 12- (-5) = Keep-change-change: keep the sign of the first number, change the subtraction to addition, change the sign of the second number. then follow the multiplication & division 12 +(+5)* Keep change change 12- (-5) = 17 same signs: multiply or divide (3) (8) = 24 15/3 = 5 or expressions ar Cube root - 5 DAY 2 - ORDER OF OPERATIONS VOCABULARY & different signs: multiply or divide answer is always negative. (-4) (7) = 28 (3) (-8)= 24 -15/3 = 10/-5 = - opperations answer is always positive (-4) (-7) = 28 -1°/-5 2 2 7 8 or or 2 order of operations - the rules that tell us how to simplify expressions with multiple steps. BED MAS a special value that multiplies itself 3 times to give the number. = 2 √√√B 2 KOKUYO LOOSE-LEAF base- absolute value Simplify the number that gets multiplied when using an exponent. 35= 3 as base 3 3. 3 square root to reduce the numerical expression to one number by using the order. of operations. 2 (3 x - 5) + 6 x 1 O + 4 6 x -...

UNIT 1: DAY I' INTEGER RULES integer a positive or negative whole numbers and zero. ¡ INTEGER RULES Subtraction addition Same signs: when adding numbers of the same sign, add the numbers. and keep the sign. 3 + 5 = 8 (-2) + (-4)= - 6 different signs: when adding numbers with different signs, subtract the numbers and keep the sign of the larger number. 11 + (-7) = 4 (- 9) + 2 = -7 addition rules. 12- (-5) = Keep-change-change: keep the sign of the first number, change the subtraction to addition, change the sign of the second number. then follow the multiplication & division 12 +(+5)* Keep change change 12- (-5) = 17 same signs: multiply or divide (3) (8) = 24 15/3 = 5 or expressions ar Cube root - 5 DAY 2 - ORDER OF OPERATIONS VOCABULARY & different signs: multiply or divide answer is always negative. (-4) (7) = 28 (3) (-8)= 24 -15/3 = 10/-5 = - opperations answer is always positive (-4) (-7) = 28 -1°/-5 2 2 7 8 or or 2 order of operations - the rules that tell us how to simplify expressions with multiple steps. BED MAS a special value that multiplies itself 3 times to give the number. = 2 √√√B 2 KOKUYO LOOSE-LEAF base- absolute value Simplify the number that gets multiplied when using an exponent. 35= 3 as base 3 3. 3 square root to reduce the numerical expression to one number by using the order. of operations. 2 (3 x - 5) + 6 x 1 O + 4 6 x -...

Can't find what you're looking for? Explore other subjects.

Knowunity is the # 1 ranked education app in five European countries

Knowunity is the # 1 ranked education app in five European countries

Knowunity was a featured story by Apple and has consistently topped the app store charts within the education category in Germany, Italy, Poland, Switzerland and United Kingdom. Join Knowunity today and help millions of students around the world.

Ranked #1 Education App

Download in

Google Play

Download in

App Store

Still not sure? Look at what your fellow peers are saying...

iOS User

I love this app so much [...] I recommend Knowunity to everyone!!! I went from a C to an A with it :D

Stefan S, iOS User

The application is very simple and well designed. So far I have found what I was looking for :D

SuSSan, iOS User

Love this App ❤️, I use it basically all the time whenever I'm studying

Alternative transcript:

6 variable 555 perfect square - a number that has a whole number as its square root. √9 : 3 3 3 = 9 3² : 9 9 the distance between a number and zero. 1³1 = 3 1-31 3 exponent. the number that tells how many times to multiply the base. 35 = 3. 3. 3. 3. 3 exponent is 5 numerical expression a special value that multiplies itself 2 times to give the number. √√√√36 = 6 6 6 = 36 3 ddition . ultiplication ubtraction a letter used to represent a number. 3 x + 4 ५ 8 14 are variables a mathematical sentence that contains only numbers and operations. 3 (2+4) 8/12 rackets innermost symbols first xponents ivision - do what comes first left to right DAY 3 - EVALUATING ALGEBRAIC EXPRESSIONS VOCABULARY substitute: replace a variable with a defined number. always use parenthesis. b when algebraic expression: a mathematical sentence that contains variables, numbers and operations. 3x²- 7 TO EVALUATE AN ALGEBRAIC EXPRESSION a = 2 b = 4 6 1. replace each variable with the given value 2. if a variable is next to a number, you must multiply 5 x * 5x is e.g: 3. use the order of operations to simplify the expression DAY - SIMPLIFYING ALGEBRAIC EXPRESSIONS term - a number, a variable, or a numbered multiplied by variable (s) 4x 2 y + 5 3 terms, 4.x, - like terms constant a fixed value. a number without a variable being multiplied with it. 4 x 2 y + 5 5 is a constant coefficient - 2 y, 5 terms that have the same variable (s) and the same. exponents. 5a² 8-3a² a number used to multiply a variable. 4 x - 2y + 5 2 coefficients, 4, -2 KOKUYO LOOSE LEAF distributive property. the exponent! COMBINING LIKE TEAMS when you have like terms in an expression, simplify the expression by adding or Subtracting the coefficients and keep the variable and exponent. do not change 100 DAY 5 - PUTTING IT ALL TOGETHER a simplified expression has no parenthesis and all like terms are combines. TO SIMPLIFY EXPRESSIONS first distribute. second: combine like terms GEOMETRY APPLICATIONS to find the perimeter of a shape you add up the lengths of all the sides. - DAY 6- TRANSLATING EXPRESSIONS addition. multiplying a number by a group of numbers added together gives the same result as doing each multiplication seperately. 4 (2 x + 1) = 4 (2 x) + 4 (1) what does translate" mean? expressing something in another language KEY WORDS & PHRASES . · Sum total all together plus (+) increase more than Subtraction minus (-) difference fewer take away decrease less than multiplication. • product times per each division quotient average per each