Fifth Grade

Objectives:

number sense
fifth grade

AddSubtract

multdiv

fraction


Worksheets:

number senseNumber Sense …more number sense math worksheets

Order of Operations w/ Parentheses [CCSS.5.OA.A.1]

Example:  2 + 3 x 5 = ____ ;   ( 2 + 3 ) x 5 = _____

Order of Operations 1     Order of Operations 2     Order of Operations 3     Order of Operations 4     Order of Operations 5

Example:  ( 1 + 6 ) + (1 + 3 ) x 9 = ________

Parentheses 1     Parentheses 2     Parentheses 3     Parentheses 4     Parentheses 5

Write Variable Equations [CCSS.5.OA.A.2]

Example: 345 less than n  =>  n – 345

write the equation 1    write the equation 2    write the equation 3    write the equation 4    write the equation 5

Word Problems – algebraic expressions [CCSS.5.OA.A.2]

Word problems

Word ProblemExample:  Amanda made fifteen snow balls.  She threw n of them at her brother.  How many does she have left?

 a)  n + 15     b) n – 15     c) 15 -n    d)  n

variable expressions 1     variable expressions 2     variable expressions 3     variable expressions 4     variable expressions 5

Convert word problems into expressions

Word ProblemExample:  A troop of moneys was collecting bananas.  They collected fifteen bananas on Tuesday and on Wednesday they collected ten times as many.  How many bananas did the monkeys collect on Wednesday?

Algebra Variable 1     Algebra Variable 2     Algebra Variable 3     Algebra Variable 4     Algebra Variable 5

Solve basic algebraic expressions

Example:  n x 5 = 25,  n = ______

Basic Algebra1     Basic Algebra2     Basic Algebra3     Basic Algebra4     Basic Algebra5

Solve basic algebraic expressions using a calculator

Bigger numbers, use your calculator!

Example:  (1+c) x (11+12) + 7 = 283

Calculator Algebra 1    Calculator Algebra 2     Calculator Algebra 3     Calculator Algebra 4     Calculator Algebra 5

Function Tables [CCSS.5.OA.B.3]

Example:  There are twice as many squirrels as chipmunks in the yard.  Complete a table showing how the number of squirrels, s, depends on the number of chipmunks, c.  

function table 1     function table 2     function table 3     function table 4     function table 5

Convert a graph into a function table

InputOutputGraph1    InputOutputGraph2    InputOutputGraph3    InputOutputGraph4    InputOutputGraph5

Decimals

Convert from expanded to standard format [CCS.5.NBT.A.3]

example: 4 x 10 + 5 x 1 + 7 x .1 = _____________

Convert decimals to standard:  Standard Decimal 1   Standard Decimal 2   Standard Decimal 3   Standard Decimal 4   Standard Decimal 5

Compare decimals (CCSS.5.NBT.A.3]

Example:  1.432 __1.423   < , > , or =

Compare Decimals:  Compare Decimals 1   Compare Decimals 2   Compare Decimals 3   Compare Decimals 4   Compare Decimals 5

Put decimals in order [CCSS.5.NBT.A.3]

Example:  Put the following numbers in order –  2.34   2.63    2.14    3.23

2 Decimal Places:  Order Decimals 2 places 1   Order Decimals 2 places 2   Order Decimals 2 places 3   Order Decimals 2 places 4   Order Decimals 2 places 5

3 Decimal Places:  Order Decimals 3 places 1    Order Decimals 3 places 2    Order Decimals 3 places 3    Order Decimals 3 places 4    Order Decimals 3 places 5

4 Decimal Places:  Order Decimals 4 places 1   Order Decimals 4 places 2 Order Decimals 4 places 3    Order Decimals 4 places 4    Order Decimals 4 places 5

Rounding decimals [CCS.5.NBT.A.4]

Example:  Round 3.465 to the nearest hundreth

Nearest tenth:  round to tenth 1     round to tenth 2     round to tenth 3     round to tenth 4     round to tenth 5

Nearest hundredth:   round to hundredth 1   round to hundredth 2   round to hundredth 3   round to hundredth 4   round to hundredth 5

Mixed:  mixed rounding 1   mixed rounding 2   mixed rounding 3   mixed rounding 4   mixed rounding 5

Identify mathematical properties [CCS.5.NBT.B.6]

Example:  What property does x + 2 = 2 + x demonstrate:  commutative property of addition, property of zero, or identity property of addition?

MathProperties1     MathProperties2     MathProperties3     MathProperties4     MathProperties5

multdivMultiplication/Division …more multiplication and division math worksheets

Properties of multiplication [CCSS.5.NBT.B.6]     

Distributive property

Example:  4 x (5 + 6) = 4 x 5 ) 4 x 6

distributive property 1   distributive property 2   distributive property 3   distributive property 4   distributive property 5

Multiply multi-digit whole numbers [CCSS.5.NBT.B.5]

Two digits times two digits

Set 1:     multiplication 1     multiplication 2     multiplication 3     multiplication 4     multiplication 5

Set 2:     multiplication 6     multiplication 7     multiplication 8     multiplication 9     multiplication 10

Multiply a number ending in zero [CCS.5.NBT.A.2]

One digit times multiple digits  Example 4 x 4,000 = __________________

Multiply ending in zero 1   Multiply ending in zero 2   Multiply ending in zero 3   Multiply ending in zero 4   Multiply ending in zero 5

Multiple digits times multiple digits  Example 400 x 2,000 = __________________

Multiply ending in zero 6   Multiply ending in zero 7   Multiply ending in zero 8   Multiply ending in zero 9   Multiply ending in zero 10

Divide a number ending in zero [CCS.5.NBT.B.6]

Example: 120 ÷ 60 = ________

Set 1 (smaller numbers):  Division 1     Division 2     Division 3     Division 4     Division 5

Set 2 (bigger numbers):  Division 6     Division 7     Division 8     Division 9     Division 10

Long Division:  Divide a number and express the result as a fraction [CCS.5.NBT.B.7]

Example: 697 ÷ 5 = 139 2/5

Set 1:  Long Division Fraction 1  Long Division Fraction 2  Long Division Fraction 3  Long Division Fraction 4  Long Division Fraction 5

Set 2:  Long Division Fraction 6  Long Division Fraction 7  Long Division Fraction 8  Long Division Fraction 9  Long Division Fraction 10

Long Division:  Divide a number and express the result as a decimal [CCS.5.NBT.B.7]

Example: 160 ÷ 4 = 26.5

Set 1:   Long Division Decimal 1   Long Division Decimal 2   Long Division Decimal 3   Long Division Decimal 4   Long Division Decimal 5

Set 2:   Long Division Decimal 6   Long Division Decimal 7   Long Division Decimal 8   Long Division Decimal 9   Long Division Decimal 10

fractionFractions …more fractions math worksheets

Add and subtract fractions with unlike denominators:   [CCSS.5.NF.A.1]

Chose the equivalent fraction

2/8 = 4/6 ; 1/2 ; 1/4 ; 2/4

Equivalent Fraction 1     Equivalent Fraction 2     Equivalent Fraction 3     Equivalent Fraction 4     Equivalent Fraction 5

Reduce fractions to the simplest terms

Maximum denominator 8:     Reduce Fraction 1     Reduce Fraction 2     Reduce Fraction 3     Reduce Fraction 4     Reduce Fraction 5

Maximum denominator 12:     Reduce Fraction 1     Version2     Reduce Fraction 3     Reduce Fraction 4     Reduce Fraction 5

Multiply a fraction and an integer, and simplify [CCS.5.NF.B.4a]

Example:  what is one third of four?

Basic multiplication:  multiply fractions basic 1   multiply fractions basic 2   multiply fractions basic 3   multiply fractions basic 4   multiply fractions basic 5

Max denominator 6, max integer 3:    multiply fractions 1    multiply fractions 2    multiply fractions 3    multiply fractions 4    multiply fractions 5

Max denominator 12, max integer 3:     multiply fractions 6    multiply fractions 7    multiply fractions 8    multiply fractions 9    multiply fractions 10

Max denominator 12, max integer 6:   multiply fractions 11    multiply fractions 12    multiply fractions 13    multiply fractions 14    multiply fractions 15

Input and output tables:

Easy:  FractionTableEasy1    FractionTableEasy2    FractionTableEasy3    FractionTableEasy4    FractionTableEasy5

A little harder:  FractionTableMedium1   FractionTableMedium2   FractionTableMedium3   FractionTableMedium4   FractionTableMedium5

Multiply a mixed fraction and an integer, and simplify [CCS.5.NF.B.6]

Example:    3 ½  x  4  =  _______________

MixedByWhole1      MixedByWhole2      MixedByWhole3      MixedByWhole4      MixedByWhole5

Multiply a mixed fraction and a mixed fraction, and simplify [CCS.5.NF.B.6]

Example:    3 ½  x  4¾  =  _______________

MixedByMixed1    MixedByMixed2    MixedByMixed3    MixedByMixed4    MixedByMixed5

Divide a mixed fraction and an integer, and simplify [CCS.5.NF.B.7]

Example:    3 ½  ÷  4  =  _______________

DivideMixedByWhole1    DivideMixedByWhole2    DivideMixedByWhole3    DivideMixedByWhole4    DivideMixedByWhole5

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