
Algebraic Expressions incl. Simplifying
Presentation
•
Mathematics
•
9th Grade
•
Hard
+2
Standards-aligned
Isabella Bundesen
Used 1+ times
FREE Resource
13 Slides • 18 Questions
1
Algebraic Expressions including Simplifying
2
Learning Goals
To review the definitions and conventions of algebra
To be able to substitute values for pronumerals in expressions and evaluate
To review the conventions and processes for multiplication and division of algebraic terms
To understand what is meant by ‘like terms’ and that only like terms can be collected under addition and subtraction
To be able to simplify algebraic expressions using addition and subtraction
3
Match
Match the following
Product
Sum
Difference
Quotient
Multiplication
Addition
Subtraction
Division
Multiplication
Addition
Subtraction
Division
4
Key Ideas
In algebra, letters are used to represent numbers. These letters are called pronumerals or variables.
An expression is a combination of numbers and pronumerals connected by any of the four operations +, −, × and ÷. Brackets can also be used.
5
Key Ideas
A term is a combination of numbers and variables connected with only multiplication and division. Terms are separated with the operations + and −.
Coefficients are the numbers being multiplied by pronumerals.
Constant terms consist of a number only.
Expressions can be evaluated by substituting a number for a pronumeral.
6
Multiple Choice
State the number of terms in this expression: 5x+2y
1
2
3
4
7
Multiple Choice
State the number of terms in this expression: 1+2a2
1
2
3
4
8
Multiple Choice
State the number of terms in this expression: b2+ca−1
1
2
3
4
9
Multiple Choice
State the number of terms in this expression: 2x2
1
2
3
4
10
Math Response
State the coefficient of 5xy
11
Math Response
State the coefficient of −2a2
12
Math Response
State the coefficient of 3x
13
Math Response
State the coefficient of −52x
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Order of Operations
Order of operations should be following when evaluating expressions:
Brackets
Powers
Multiplication and division
Addition and subtraction
15
Example 1: Writing algebraic expressions from words
Write an algebraic expression for:
a) the number of tickets needed for 3 boys and r girls
16
Math Response
Write an algebraic expression for: the number of seats needed for a adults and 7 children
17
Example 1: Writing algebraic expressions from words
Write an algebraic expression for:
b) the cost of P pies at $3 each
18
Math Response
Write an algebraic expression for: the cost of a apples at $1.20 each
19
Example 1: Writing algebraic expressions from words
Write an algebraic expression for:
c) the number of grams of peanuts for one child when 300g of peanuts is shared equally among C children
20
Math Response
Write an algebraic expression for: the number of pieces of chocolate for one person when 60 pieces is equally shared among b people
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Example 2: Converting words to expressions
Write an algebraic expression for:
a) five less than x
b) three more than twice x
22
Drag and Drop
23
Drag and Drop
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Example 2: Converting words to expressions
Write an algebraic expression for:
c) the sum of a and b is divided by 4
d) the square of the sum of x and y
25
Math Response
What is the algebraic expression for the following: two less than a is divided by 3
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Draw
What is the algebraic expression for the following: the square root of the sum of a and b
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Example 3: Substituting values into expressions
28
Example 3: Substituting values into expressions
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Math Response
Evaluate the following when a=3, b=−1 and c=−2
3(a−b) +2c
30
Math Response
Evaluate the following when a=3, b=−1 and c=−2
c2−3ab
31
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Algebraic Expressions including Simplifying
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