Subtraction of Money

In subtraction of money we will learn how to subtract the amounts of money involving rupees and paise to find the difference. We carryout subtraction with money the same way as in decimal numbers. While subtracting we need to follow that the amounts of money is converted into paise.

We will learn two different methods to solve subtraction involving rupees and paise. Students can practice both the methods.

(i) Subtracting the amounts with conversion into paise

(ii) Subtracting the amounts without conversion into paise

Subtraction is done with conversion and without conversion.

I. Subtraction with conversion:

Subtraction in money by using conversion method, we convert rupees and paise into paise and then subtract the smaller amount of paise from the greater amount. The obtained numbers are subtracted as ordinary numbers and if required finally we put a dot after two digits from the right. The difference is expressed in rupees and paise.


Consider some of the examples:

1. Find the difference between Rs 58.49 and Rs 34.05.

Solution:

  Rs 58.49              =            5849 p

- Rs 34.05              =       -   3405 p

                                           2444 p

We can also write 2444 p as Rs 24.44


2. Find the difference between Rs 25.68 and Rs 73.94

Solution:

  Rs 73.94              =            7394 p

- Rs 25.68             =        -   2568 p

                                           4826 p

We can also write 4826 p as Rs 48.26


II. Subtraction without conversion:

Subtraction in money by using without conversion method we arrange the given amounts in columns. Such that paise comes under paise, rupees come under rupees and dot comes under dot. The given amounts are subtracted as ordinary numbers. The decimal point is placed in the difference.

Consider some of the examples:

1. Subtract Rs 32.84 from Rs 72.98

                   Rs 72.98

                 - Rs 32.84

                   Rs 40.14


2. Subtract Rs 36.39 from Rs 58.25

                  Rs 58.25

                - Rs 36.39

                  Rs 21.86


3. Subtract Rs.185.80 from Rs. 301.35

Solution:

We arrange rupees and paise in columns and subtract then as whole numbers and place decimal point in the correct position.

                  3 0 1 . 3 5

               -  1 8 5 . 8 0  

                  1 1 5 . 5 5  

Hence, Rs 301.35 - Rs 185.80 = Rs 115.55


Worked-out examples on subtraction of money:

1. Subtract Rs. 21.24 from Rs. 74.75

Solution:

Method 1 (with conversion into paise):

Rs. 74.75 = 7400 paise + 75 paise = 7475 paise

Rs. 21.24 = 2100 paise + 24 paise = 2124 paise

                           7475 Paise

                       -   2124 Paise

                           5351 Paise

Therefore, difference of Rs. 21.24 from Rs. 74.75 = 5351 Paise = Rs. 53.51             


Method 2 (without conversion into paise):

                         Rs.         P

                        74.         75

                 -      21.         24

                        53.          51

(i) Rs. and Paise are arranged in columns with decimal point between them.

(ii) Smaller amount is placed under the larger amount.

(iii) Subtraction is made as ordinary subtraction.

Therefore, difference of Rs. 74.75 - Rs. 21.24 = Rs. 53.51


2. Subtract Rs. 28.35 from Rs. 57.30

Solution:

Method I (with conversion into paise):

Rs. 57.30 = 5700 paise + 30 paise = 5730 paise

Rs. 28.35 = 2800 paise + 35 paise = 2835 paise

                             5730 Paise

                       -    2835 Paise

                            2895 Paise

Therefore, difference of Rs. 28.35 from Rs. 57.30 = 2895 Paise = Rs. 28.95             


Method II (without conversion into paise):

(i) Rs. and Paise are arranged in columns with decimal point between them.

(ii) Smaller amount is placed under the larger amount.

(iii) Subtraction is made as ordinary subtraction.

(iv) 30 paise - 35 paise, so Rs. 1 from Rs. 57 is borrowed and added to 30 paise

Rs. 1 + 30 paise = 130 paise

130 paise - 35 paise = 95 paise

(v) Rs. 57 reduce into Rs. 56

Rs. 56 - Rs. 28 = Rs. 28

                              Rs.            P

                              57.           30

                         -   28.           35

                             28.           95

Therefore, difference of Rs. 57.30 - Rs. 28.35 = Rs. 28.95      

Subtraction of Money


3. Subtract Rs. 33.80 - Rs. 65.50.

           Rs.      P                              1     15

           6 5  .  5 0              

       -   3 3  .  8 0     

           3 1  .  7 0  

Subtracting Paisa:

50 p - 80 p is not possible.

Borrow Rs. 1 (100 p) from column.

So there are 64 and 150 p.

150 - 80 = 70 p. write 70 under p.

Subtracting Rupees:

64 - 33 = 31. write 31 under Rs.


4. Subtract Rs. 635.00 - Rs. 268.85.

              Rs.        P                       5    12   14       9   10

           6   3   5  .  0  0

       -   2   6   8  .  8  5     

           3   6   6  .  1  5  


First subtracting paisa,

Then subtracting rupees.


Word Problems on Subtraction of Money:

5. Michael buys notebook for Rs. 19.50. He gives Rs. 100.00 to the shopkeeper. How much money will he get back?

Solution:

Cost of a notebook = Rs. 19.50

Michael will get back = Rs. 100 - Rs. 19.50 

                              = Rs. 80.50

           1 0 0 . 0 0

       -     1 9 . 5 0 

             8 0 . 5 0  



6. Gloria bought a book for Rs. 125.50, if she paid a 500 rupee note, how much money did she get back?

Solution:

We need to subtract Rs. 125.50 from Rs. 500. To subtract the amount, we will arrange the given amounts in columns. Such that rupees comes under rupees and dot comes under dot. 

Subtracting of Money

Step I: Arrange the numbers vertically.

Step II: Subtract 500 – 125.50

Step III: We borrow Rs. 1. Now, 100 p -50 p = 50 p

Step IV: Subtract rupees

Since, we borrowed Rs. 1, we are left with Rs. 499. Now 499 -125 = 374



               Rs. 500.00

          -    Rs. 125.50

               Rs. 374.50


Thus, Gloria got back Rs 374.50


Questions and Answers on Subtraction of Money:

I. Subtract the following-

(i)

           Rs.       P

           6 0  .  0 0

        -  1 4  .  0 0  

                            

(ii)

           Rs.      P

           6 3  .  5 0

        -  4 0  .  2 0  

                            

(iii)

           Rs.       P

           7 7  .  4 0

        -  2 8  .  8 0  

                            

(iv)

           Rs.      P

           4 4  .  6 0

        -  3 5  .  7 0  

                            

(v)

           Rs.       P

           7 0  .  0 0

        -  3 3  .  3 0  

                            

(vi)

           Rs.        P

          1 6 7  .  4 0

       -    6 7  .  5 0  

                                

(vii)

           Rs.        P

          2 5 5  .  4 0

       -    7 6  .  9 0  

                             

(viii)

           Rs.        P

          1 8 6  .  1 0

       -    6 7  .  3 0  

                             

(ix)

           Rs.        P

          2 0 1  .  3 0

       -  1 9 3  .  8 5  

                             

(x)

           Rs.        P

          3 0 0  .  2 0

       -  2 1 7  .  4 5  

                              

(xi)

             Rs.         P

          4 5 6 2  .  3 0

       -  1 8 7 5  .  6 0  

                                 

(xii)

             Rs.         P

          7 8 9 0  .  2 0

       -  3 6 5 0  .  5 0  

                                 

Answer:

I. (i) Rs. 46.00

(ii) Rs. 23.30

(iii) Rs. 48.60

(iv) Rs. 8.90

(v) Rs. 36.70

(vi) Rs. 99.90

(vii) Rs. 178.50

(viii) Rs. 118.80

(ix) Rs. 7.45

(x) Rs. 82.75

(xi) Rs. 2686.70

(xii) Rs. 4239.7


II. Subtract the following amounts:

(i) Rs. 126.00 – Rs. 13.00 = __________

(ii) Rs. 456.00 – Rs. 178.00 = __________

(iii) Rs. 908.00 – Rs. 317.00 = __________

(iv) Rs. 757.00 – Rs. 449.00 = __________

(v) Rs. 600.00 – Rs. 230.00 = __________

(vi) Rs. 126.00 – Rs. 13.00 = __________

(vii) Rs. 600.78 – Rs. 230.99 = __________

(viii) Rs. 757.32 – Rs. 449.58 = __________

(ix) Rs. 586.90 – Rs. 168.29 = __________

(x) Rs. 38.90 - Rs. 34.45 = __________

(xi) Rs. 74.65 - Rs. 21.30 = __________

(xii) Rs. 200.75 - Rs. 149.00 = __________

(xiii) Rs. 498.15 - Rs. 412.80 = __________

(xiv) Rs. 209.05 - Rs. 185.70 = __________

(xv) Rs. 680.40 - Rs. 461.90 = __________

(xvi) Rs. 5005.00 - Rs. 3755.00 = __________

(xvii) Rs. 4865.70 - Rs. 1125.20 = __________

(xviii) Rs. 2650.15 - Rs. 1276.00 = __________

(xix) Rs. 4445.35 - Rs. 333.45 = __________


Answer:

II. (i) Rs. 113.00

(ii) Rs. 278.00

(iii) Rs. 591.00

(iv) Rs. 208.00

(v) Rs. 370.00

(vi) Rs. 113.00

(vii) Rs. 369.79

(viii) Rs. 307.74

(ix) Rs. 418.61

(x) Rs. 4.45

(xi) Rs. 53.35

(xii) Rs. 51.75

(xiii) Rs. 85.35

(xiv) Rs. 23.35

(xv) Rs. 218.50 

(xvi) Rs. 1250

(xvii) Rs. 3740.50

(xviii) Rs. 1374.15

(xix) Rs. 4111.90

 

III. Solve the following:

(i) Subtract Rs. 57 from Rs. 135

(ii) Subtract Rs. 265 from Rs. 900

(iii) Subtract Rs. 163 from Rs. 587

(iv) Subtract Rs. 84 from Rs. 157


Answer:

III. (i) Rs. 78

(ii) Rs. 635

(iii) Rs. 424

(iv) Rs. 73


IV. Subtract the following:

(i) Subtract Rs. 180.90 from Rs. 200.10

(ii) Subtract Rs. 28.20 from Rs. 416.05


Answers:

IV. (i) Rs. 19.20

(ii) Rs. 387.85


V. Solve the following:

(i) $675.60 - $410.05

(ii) $1208.90 - $208.70


Answers:

V. (i) $265.55

(ii) $1000.20


VI. A shirt cost Rs. 325. David Pays for a shirt Rs. 500. How much change does he get?


Answer: 

VI. David gets Rs. 175

Related Concept

Money

Writing Money in Words and Figure

Conversion of Money

Addition of Money

Multiplication of Money

Division of Money






3rd Grade Math Worksheets

3rd Grade Math Lessons

From Subtraction of Money to HOME PAGE




Didn't find what you were looking for? Or want to know more information about Math Only Math. Use this Google Search to find what you need.



New! Comments

Have your say about what you just read! Leave me a comment in the box below. Ask a Question or Answer a Question.

Share this page: What’s this?

Recent Articles

  1. 2nd Grade Place Value | Definition | Explanation | Examples |Worksheet

    Sep 14, 24 04:31 PM

    2nd Grade Place Value
    The value of a digit in a given number depends on its place or position in the number. This value is called its place value.

    Read More

  2. Three Digit Numbers | What is Spike Abacus? | Abacus for Kids|3 Digits

    Sep 14, 24 03:39 PM

    2 digit numbers table
    Three digit numbers are from 100 to 999. We know that there are nine one-digit numbers, i.e., 1, 2, 3, 4, 5, 6, 7, 8 and 9. There are 90 two digit numbers i.e., from 10 to 99. One digit numbers are ma

    Read More

  3. Worksheet on Three-digit Numbers | Write the Missing Numbers | Pattern

    Sep 14, 24 02:12 PM

    Reading 3-digit Numbers
    Practice the questions given in worksheet on three-digit numbers. The questions are based on writing the missing number in the correct order, patterns, 3-digit number in words, number names in figures…

    Read More

  4. Comparison of Three-digit Numbers | Arrange 3-digit Numbers |Questions

    Sep 13, 24 02:48 AM

    What are the rules for the comparison of three-digit numbers? (i) The numbers having less than three digits are always smaller than the numbers having three digits as:

    Read More

  5. Comparison of Two-digit Numbers | Arrange 2-digit Numbers | Examples

    Sep 12, 24 03:07 PM

     Compare 39 and 36
    What are the rules for the comparison of two-digit numbers? We know that a two-digit number is always greater than a single digit number. But, when both the numbers are two-digit numbers

    Read More