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    Home » Greater than and Less than Symbols
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    Greater than and Less than Symbols

    Daniel Brown – Inclusive Education Specialist & SEN Advocate By Daniel Brown – Inclusive Education Specialist & SEN AdvocateMay 9, 2025No Comments4 Mins Read
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    Greater than and Less than Symbols
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    To learn greater than and less than symbols its important to
    recall that every number on a number ray is greater than each number on its
    left and less than each number on its right.

    The symbol “>” means “greater than”
    and the symbol ”

    Greater than Less than and Equal to Video


    Subscribe to our YouTube channel for the latest videos, updates, and tips.



    For example using “greater than” and “less than”:

    5 > 0,                    

    5 > 1,                    

    5 > 2,                     

    5 > 3,                     

    5 > 4

    5

    5

    5

    5

    5

    Greater than (>):

    Juliet is older than John. So 9 is three more than 6. 9 is greater than 6.

    The sign for greater than is >.

    Sign for Greater than

    ● Put the sign in the blank spaces. One has done for you.

    Put the Greater than Sign

    Less than (>):

    Less than Sign

    John is younger than Juliet. So 6 is three less than 9. 6 is less than 9.

    The sign for greater than is <. wp_automatic_readability="36.58395802099">

    Sign for Less than

    ● Put the sign in the blank spaces. One has done for you.

    Put the Less than Sign

    Rules to compare the
    numbers:

    1. The more the number of digits, the greater is the number.

    2. If two numbers have the same number of digits, look for
    the left hand side numbers. The number with the bigger digit on the left hand
    side is greater.

    3. If the two left most digits are the same then compare the
    next digit to the right and continue in this manner.

    Example: 

    The smallest 2 digit number 10 appeared just after the
    greatest 1 digit number 9. So every 2 digit number is greater than every 1
    digit number.

    Thus every 3 digit number is greater than every 3 digit
    number.

    Example to identify greater than & less than symbols:

    38 > 21 since 3 > 2 (left most digits are 3 and 2)

    25 > 15 since 2 >1 (left most digits are 2 and 1)

    45

    33

    21

    64 > 60 since 6 = 6 and 4 > 0 [next (second ) digits
    from left are 4 and 0]

    Worksheet on Greater than and Less than Symbols

    Greater than and Less than Symbols Video


    Subscribe to our YouTube channel for the latest videos, updates, and tips.

    Questions and Answers on Greater than and Less than Symbols:

    1. Insert > or

    Note: The symbol for greater than is ‘>’ and for smaller than is ‘

    Greater than and Less than

    Answer:

    1. (ii)

    (iii) >

    (iv) >

    (v) >

    (vi)

    (vii)

    (viii)

    (ix) >

    (x)

    (xi)

    (xii) >

    (xiii)

    (xiv) >

    (xv) >

    2. Compare the following pairs of numbers and insert > or

    (i) 77 and 36

    77

    >

    36

    or

    36

    77

    (ii) 86 and 79

    ____

    ____

    ____

    or

    ____

    ____

    ____

    (iii) 59 and 76

    ____

    ____

    ____

    or

    ____

    ____

    ____

    (iv) 16 and 14

    ____

    ____

    ____

    or

    ____

    ____

    ____

    (v) 83 and 28

    ____

    ____

    ____

    or

    ____

    ____

    ____

    (vi) 50 and 90

    ____

    ____

    ____

    or

    ____

    ____

    ____

    (vii) 72 and 83

    ____

    ____

    ____

    or

    ____

    ____

    ____

    (viii) 45 and 36

    ____

    ____

    ____

    or

    ____

    ____

    ____

    (ix) 28 and 58

    ____

    ____

    ____

    or

    ____

    ____

    ____

    (x) 62 and 89

    ____

    ____

    ____

    or

    ____

    ____

    ____

    Answer:

    2. (ii) 86 > 79 or 79

    (iii) 76 > 59 or 59

    (iv) 16 > 14 or 14

    (v) 83 > 28 or 28

    (vi)  90 > 50 or 50

    (vii) 83 > 72 or 72

    (viii) 45 > 36 or 36

    (ix) 58 > 28 or 28

    (x) 89 > 62 or 62

    2nd Grade Math Practice

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    Daniel Brown is a dedicated educator with over seven years of experience in teaching, curriculum design, and pastoral care, specializing in supporting learners with Special Educational Needs (SEN). His work empowers diverse students through inclusive, student-centered learning.

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