Go Math 5th Grade Chapter 4 Review Test

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Complimentary Math Worksheets for Class v

This is a comprehensive collection of free printable math worksheets for grade 5, organized by topics such every bit addition, subtraction, algebraic thinking, place value, multiplication, division, prime factorization, decimals, fractions, measurement, coordinate grid, and geometry. They are randomly generated, printable from your browser, and include the answer central. The worksheets support whatsoever fifth course math program, only go especially well with IXL's 5th grade math curriculum, and their brand new lessons at the bottom of the page.

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All worksheets come with an answer key placed on the second page of the file.

Algebra

• Addition equations 1 - three 2-digit numbers (missing addend)
• Addition equations two - iv numbers, up to four digits (missing addend)
• Subtraction equations - ii-digit numbers (missing minuend or subtrahend)
• Subtraction equations - iv-digit numbers (missing minuend or subtrahend)
• Addition and subtraction equations - using 2-digit numbers and variables
• Add-on and subtraction equations  - using 3-digit numbers and variables


• Simple multiplication and division equations based on the multiplication tables (mental math)
• Multiplication and division equations - using a 2-digit divisor or ii-digit factors (solve using long multiplication or long division)

• Lodge of operations - 3 operations to do, no parentheses
• Order of operations - three operations to do, parentheses included
• Gild of operations - 4 operations to do, parentheses included

Chief Grade Claiming Math past Edward Zaccaro

A good volume on problem solving with very varied give-and-take problems and strategies on how to solve issues. Includes chapters on: Sequences, Problem-solving, Money, Percents, Algebraic Thinking, Negative Numbers, Logic, Ratios, Probability, Measurements, Fractions, Division. Each chapter's questions are cleaved down into iv levels: piece of cake, somewhat challenging, challenging, and very challenging.

Add-on and subtraction in columns (numbers under each other)

• Add 5 and 6-digit numbers, 4 addends
• Add 5 and half-dozen-digit numbers, 5 addends


• Add 7 and 8-digit numbers, four addends
• Add together 7 and 8-digit numbers, 6 addends


• Decrease vi-digit numbers in columns
• Subtract 7-digit numbers in columns
• Subtract 8-digit numbers in columns

Place Value and Rounding

• Detect the missing part from a 5-digit number
• Observe the missing role from a 6-digit number (print in mural)
• Notice the missing part, up to 8-digit numbers or hundred millions (print in mural)


• Write upwards to a seven-digit number given in expanded form in a normal form
• Write up to a ten-digit number given in expanded form in a normal form (print in mural)
• Write upward to a 7-digit number given in expanded form in a normal form, parts are scrambled
• Write up to a 10-digit number given in expanded class in a normal form, parts are scrambled (print in landscape)


• Write upwardly to a five-digit number in expanded grade
• Write up to an viii-digit number in expanded form
• Write up to a x-digit number in expanded class

Skip-counting

• Skip-count by 20,000, starting at 550,000
• Skip-count past l,000, starting at 120,000
• Skip-count by 100,000, starting at one,350,000
• Skip-count by 100,000, starting at 628,000
• Skip-count by 300,000, starting at 4,250,000
• Skip-count by 500,000, starting at 750,000

Rounding

• Circular to the nearest x, within 0-x,000
• Round to the nearest hundred, within 0-ane,000,000
• Round to the nearest thousand, inside 0-1,000,000


• Mixed rounding problems 1 - round to the nearest x, hundred, or thousand
• Mixed rounding issues 2 - round to the nearest ten, hundred, thousand, or ten thousand
• Mixed rounding problems 3 - as in a higher place but rounding to the underlined digit
• Mixed rounding issues iv - round to the underlined digit, up to rounding to the nearest one thousand thousand

Multiplication

Mental Multiplication

• Multiply up to 3-digit numbers by 10, 100, or thousand
• Multiply up to iii-digit numbers by 10, 100, or 1000 - missing factor


• Multiply by whole tens, whole hundreds, and whole thousands (such every bit twenty × 3000)
• Multiply by whole tens, whole hundreds, and whole thousands - missing factor


• Multiply a 1-digit number by a 2-digit number (using partial products mentally)
• Multiply mentally in parts (such equally 3 × 97 or 4 × 208, using distributive property)

Long multiplication (in columns)

• Multiply a 4-digit number by a one-digit number
• Multiply a 3-digit number past a 2-digit number
• Multiply a iv-digit number by a 2-digit number
• Multiply a 5-digit number past a ii-digit number
• Multiply a iii-digit number by a 3-digit number
• Multiply a iv-digit number by a 3-digit number


• Solve multiplication equations - using long division, ane or 2-digit divisor
• Solve division equations - use either long sectionalisation or multiplication

Division

Mental division

• Separate 3- and 4-digit numbers past one-digit number mentally
• Division with remainder inside 1-100
• Division with rest, divisor a whole ten
• Division with residuum, divisor a whole hundred

Long division

• ane-digit divisor, 4-digit dividend, no remainder
• i-digit divisor, 4-digit dividend, remainder


• two-digit divisor, 4-digit dividend, divisor between eleven and 35
• 2-digit divisor, 4-digit dividend, no remainder — (the divisor is any two-digit number)
• 2-digit divisor, 4-digit dividend, with remainder — (the divisor is whatever ii-digit number)


• Multiplication equations (missing cistron; solve past long partition)
• Partitioning equations (missing dividend or divisor; solve by long multiplication or long partition)

The following four worksheet types are beyond the Mutual Core standards for fifth grade.

• 1-digit divisor, 5-digit dividend, no residuum
• 1-digit divisor, 5-digit dividend, with remainder
• 2-digit divisor, 5-digit dividend, no remainder
• ii-digit divisor, 5-digit dividend, with residuum

Factoring

• Factoring numbers inside 4-100 to prime number factors
• Challenging factoring: gene numbers within 4-500 to prime number factors
• List all the factors of the given number

Fraction addition & subtraction

Like fractions/partial parts

• Add together or subtract 2 like fractions - denominators from 2-25
• Add together or subtract 3 like fractions - denominators from 2-25
• Add or subtract two like fractions - denominators from two-99


• Add together or subtract ii mixed numbers (like denominators)
• Add or subtract 3 mixed numbers (like denominators)
• Add or decrease a mixed number/fraction/whole number (like denominators)
• Add together or subtract a mixed number/fraction/whole number (like denominators) - missing addend

Different fractions/fractional parts

• Add or subtract unlike fractions - denominators 2, three, 4, 5, 6, 8, and 10
• Add or decrease unlike fractions - denominators ii-12
• Challenge: add or subtract different fractions - denominators 2-25
• Challenge: add together or subtract 3 unlike fractions - denominators 2, 3, four, 5, 6, 8, and 10


• Add together or subtract mixed numbers - denominators 2-12
• Add or subtract mixed numbers - denominators ii-25


• Add together or decrease a mixed number and a fraction or a whole number - denominators 2-12
• Add together or subtract a mixed number and a fraction or a whole number - denominators 2-25

Fraction multiplication

• Fraction times a whole number - easy
• Fraction times a whole number - medium


• Fraction multiplication i - special like shooting fish in a barrel denominators
• Fraction multiplication 2 - denominators ii-12
• Fraction multiplication 3 - 3 fractions, denominators ii-12
• Fraction multiplication 4 - challenge; denominators 2-25


• Multiply a mixed number by a fraction
• Multiply mixed numbers 1 - easy
• Multiply mixed numbers 2 - denominators ii-12


• Mixed multiplication practice (by fractions, mixed numbers, or whole numbers)


• Challenge: a whole number times a fraction - missing factor
• Claiming: a fraction times a fraction - missing factor

Fraction partitioning

• Divide a whole number by a unit of measurement fraction (mental math)
• Split up a unit fraction by a whole number (mental math)

The following worksheet types are across the Common Core standards.

• Divide a whole number by a fraction - easy (mental math), answers are whole numbers
• Divide a mixed number past a fraction - easy (mental math), answers are whole numbers

Convert fractions to mixed numbers and vice versa

• Mixed numbers to fractions - piece of cake (the answers are Non simplified; 12 bug per page)
• Mixed numbers to fractions - easy (the answers are Not simplified; 18 problems per page)
• Mixed numbers to fractions - piece of cake (the answers are simplified)


• Mixed numbers to fractions - medium (the answers are simplified; 12 bug per folio)
• Mixed numbers to fractions - medium (the answers are simplified; 18 problems per page)
• Mixed numbers to fractions - challenge (the answers are simplified)


• Fractions to mixed numbers - piece of cake (the answers are NOT simplified; 12 bug per page)
• Fractions to mixed numbers - easy (the answers are simplified; 12 problems per folio)
• Fractions to mixed numbers - easy (the answers are simplified; 18 problems per folio)
• Fractions to mixed numbers - medium (the answers are simplified)

Equivalent Fractions and Simplify Fractions

• Simplify fractions - easy
• Simplify fractions - harder


• Equivalent fractions - easy
• Equivalent fractions - harder
• Equivalent fractions - hardest

Write Fractions equally Decimals and Vice Versa

In the worksheets below, the respond primal does not give the fractions in simplified form. For example, 0.24 is given as 24/100, not as half dozen/25. If you prefer, you lot may enquire the educatee to simplify.

• Write decimals as fractions (1-two decimal digits) (the numbers are less than ane)
• Write decimals equally mixed numbers (1-2 decimal digits)


• Write decimals as fractions (i-three decimal digits)
• Write decimals equally mixed numbers (1-3 decimal digits)


• Write fractions as decimals (tenths and hundredths) (the numbers are less than one)
• Write fractions equally decimals (till thousandths) (the numbers are less than 1)
• Write mixed numbers and fractions equally decimals (till thousandths)


• Write improper fractions every bit decimals (till hundredths)
• Write improper fractions as decimals (till thousandths)

Decimal Addition

Mental math

0 to 1 decimal digits

• Two addends, 0-1 decimal digits
• Three addends, 0-one decimal digits
• Iv addends, 0-1 decimal digits
• Two addends, 0-1 decimal digits, missing addend
• 3 addends, 0-1 decimal digits, missing addend

0 to 2 decimal digits

• 2 addends, 0-2 decimal digits
• Three addends, 0-ii decimal digits (challenge)
• Ii addends, 0-2 decimal digits, missing addend (easier)
• Two addends, 0-2 decimal digits, missing addend (harder)
• Two addends, upwards to iii decimal digits

Column-addition

• Add together in columns (addends have 0-2 decimal digits)
• Add in columns (addends take 0-2 decimal digits) (three addends)
• Add in columns (addends take 0-ii decimal digits) (four addends)


• Write the decimals under each other to add in columns (0-2 decimal digits; 2 addends)
• Write the decimals under each other to add in columns  (0-two decimal digits; three addends)
• Write the decimals under each other to add together in columns (0-2 decimal digits; four addends)


• Write the decimals under each other to add in columns (0-3 decimal digits; two addends)
• Write the decimals under each other to add together in columns (0-3 decimal digits; 4 addends)

Decimal Subtraction

Mental math

0 to 1 decimal digits

• Subtract a decimal from a whole number
• Subtract 2 decimal numbers
• Missing minuend/subtrahend
• Addition and subtraction problems
• Subtract decimals - two subtrahends (such as 4.5 − 0.iii − 0.9)
• Missing minuend/subtrahend - two subtrahends (such every bit 4.5 − ___ − 0.9 = 2.1)
• Improver and subtraction problems with 3 numbers

0 to 2 decimal digits

• Subtract a decimal from a whole number
• Subtract two decimal numbers
• Missing minuend/subtrahend

Challenges: mental math

• Subtract from a whole number - two subtrahends
• Subtract a decimal from a whole number, with upwards to 3 decimal digits
• Subtract ii decimal numbers
• Decrease decimals - ii subtrahends
• Addition and subtraction problems

Column-subtraction

• Decrease in columns (0-2 decimal digits)
• Write the decimals under each other to decrease in columns (0-ii decimal digits)
• Write the decimals nether each other to subtract in columns (0-3 decimal digits)


• Write the numbers under each other and subtract - two subtrahends
• Addition and subtraction issues with 3 numbers

Challenges: algebraic thinking

• Addition and subtraction equations - piece of cake (0-1 decimal digits)
• Addition and subtraction equations - easy (0-2 decimal digits
• Addition and subtraction equations - harder (0-1 decimal digits)
• Add-on and subtraction equations - harder (0-2 decimal digits)

Decimal Multiplication

Mental math

• Multiply a whole number and a decimal - easy (i decimal digit)
• Multiply a whole number and a decimal - harder (ane decimal digit)
• Multiply a whole number and a decimal - missing cistron (ane decimal digit)


• Multiply a whole number and a decimal (1-2 decimal digits)
• Multiply a whole number and a decimal - missing factor (1-two decimal digits)


• Multiply a whole number and a decimal (i-3 decimal digits)
• Multiply a whole number and a decimal - missing factor (one-3 decimal digits)


• Multiply decimals by decimals
• Multiply decimals by decimals - missing factor


• Multiply decimals past decimals or whole numbers (mixed exercise)
• Multiply decimals past decimals or whole numbers - missing factor (mixed practice)


• Multiply by x or 100 (1-2 decimal digits)
• Multiply by 10, 100, or m (ane-2 decimal digits)
• Multiply by x, 100, or one thousand - missing factor (one-2 decimal digits)


• Multiply by 10 or 100 (i-3 decimal digits)
• Multiply past 10, 100, or k (ane-3 decimal digits)
• Multiply by 10, 100, 1000, 10000, or 100000 (i-three decimal digits)
• Multiply decimals by x, 100, or 1000 - missing factor (1-3 decimal digits)

Multiply in columns

• Multiply a decimal past a whole number (0-ii decimal digits)
• Multiply a decimal by a whole number (0-3 decimal digits)
• Multiply decimals past decimals (one-2 decimal digits)


• Multiply decimals, writing the numbers under each other (0-two decimal digits)
• Multiply decimals, writing the numbers under each other (challenge; 0-3 decimal digits)

Decimal Division

Mental math

• Split a decimal by a whole number (1 decimal digit)
• As above - missing dividend or divisor
• Divide a decimal by a whole number  (1-2 decimal digits)
• As in a higher place - missing dividend or divisor


• Separate decimals by decimals (Recollect of how many times the divisor fits into the caliber.)


• Mixed multiplication and partitioning bug 1 (i decimal digit)


• Divide whole numbers by 10, 100, or 1000
• As above - missing dividend or divisor
• Separate decimals or whole numbers past 10 or 100
• Every bit in a higher place - missing dividend or divisor
• Multiply or separate decimals & whole numbers by x, 100, and 1000

Long sectionalization

• Divide decimals by whole numbers (one-3 decimal digits; single-digit divisor)
• Carve up decimals by whole numbers (1-3 decimal digits; 2-digit divisor)
• Divide a decimal by a whole number, circular the answers to three decimals
  (need to add zeros to the dividend)
• Carve up a whole number or a decimal by a whole number, round the answers to three decimals
  (need to add zeros to the dividend)


• Convert a fraction to a decimal using long division, rounding the answers to three decimals
• Split a whole number or a decimal by a decimal using long sectionalization

Measuring units

Customary system

• Convert betwixt inches & anxiety - easier
• Catechumen between inches & anxiety - harder


• Convert between inches, feet, and yards - easier
• Convert between inches, feet, and yards - harder
• Catechumen between inches, feet, and yards with decimals - utilize a reckoner


• Convert between miles, yards, and anxiety 1 - utilise a calculator
• Catechumen between miles, yards, and feet ii - employ a calculator


• Convert between ounces & pounds - easier
• Catechumen between ounces & pounds - harder


• Convert between tons & pounds - easier
• Convert betwixt tons & pounds - harder


• Catechumen between tons, pounds, and ounces with decimals - apply a reckoner
• Convert between cups, pints, and quarts
• Catechumen between cups, pints, quarts, and gallons
• Convert between ounces, cups, and quarts


• All customary units except miles - mixed practice
• All customary units except miles - mixed do - a challenge
• Convert between various customary units with decimals - employ a reckoner

Metric organisation

• Convert between mm, cm and m - using decimals
• Convert betwixt mm, cm, m, and km - using decimals
• Convert between ml & l and grand & kg - using decimals


• All metric units mentioned to a higher place - mixed practise - using decimals


• Metric system: convert between the units of length (mm, cm, dm, m, dam, hm, km)
• Metric system: convert between the units of weight (mg, cg, dg, g, dag, hg, kg)
• Metric system: catechumen between the units of volume (ml, cl, dl, Fifty, dal, hl, kl)
• Metric arrangement: convert between the units of length, weight, and book

Coordinate filigree

• Plot points & shapes or tell coordinates of points (grid is scaled from 0 to 10)
• Plot points & shapes or tell coordinates of points (grid is scaled from 0 to xx)


• Movement a shape in coordinate filigree in one direction (filigree is scaled from 0 to 10)
• Move a shape in coordinate grid in 2 directions (grid is scaled from 0 to 10)
• Motion a shape in 2 directions (grid is scaled from 0 to 20)

Geometry

• Classify triangles by their sides
• Classify triangles past their angles
• Classify triangles by their sides and angles


• Classify quadrilaterals - square, rectangle, rhombus, parallelogram, and trapezoid
  (kite and scalene quadrilateral are excluded)
• Classify quadrilaterals - all seven types


• Find the volume of a prism or edge length of a cube (when its volume is given) (like shooting fish in a barrel)
• Find the volume of a prism or edge length of a cube (when its volume is given) (more than challenging)

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