Worksheet on Dividing Decimals

Practice the math questions given in the worksheet on dividing decimals. Divide the decimals to find the quotient, same like dividing whole numbers. This worksheet would be really good for the students to practice huge number of decimal division problems.


1. Divide the decimals by 10 or higher powers of 10:

(a) 75.53 ÷ 10

(b) 196.4 ÷ 10

(c) 37.4 ÷ 10

(d) 10.005 ÷ 10

(e) 0.60 ÷ 10

(f) 202.9 ÷ 10

(g) 1004.5 ÷ 100

(h) 321.6 ÷ 100

(i) 417.305 ÷ 100

(j) 72.97 ÷ 100

(k) 63.9 ÷ 100

(l) 658.0 ÷ 1000

(m) 9.7 ÷ 1000

(n) 19.3 ÷ 1000

(o) 302.7 ÷ 1000

(p) 0.080 ÷ 1000


2. Divide the decimals (dividend) by a whole number:

(a) 3.9 ÷ 13

(b) 0.056 ÷ 7

(c) 3.024 ÷ 12

(d) 0.288 ÷ 36

(e) 0.180 ÷ 20

(f) 2.24 ÷ 7

(g) 0.625 ÷ 25

(h) 28.6 ÷ 13

(i) 130.4 ÷ 32

(j) 0.395 ÷ 79

(k) 1. 089 ÷ 33

(l) 0.2080 ÷ 65

(m) 7.456 ÷ 4

(n) 189.96 ÷ 12

(o) 1.650 ÷ 11

(p) 88.8 ÷ 6

(q) 5.76 ÷ 5

(r) 26.64 ÷ 12

(s) 1.652 ÷ 14

(t) 7.64 ÷ 2


3. Divide the decimals (dividend) by a decimal number:

(a) 0.06794 ÷ 0.79

(b) 7.104 ÷ 0.74

(c) 0.3234 ÷ 19.6

(d) 11.945 ÷ 0.05

(e) 40.68 ÷ 0.3

(f) 0.7424 ÷ 0.8

(g) 24.629 ÷ 0.11

(h) 17.9056 ÷ 1.9

(i) 96.075 ÷ 1.5


4. Fill in the blanks:

(Find the quotient of the decimals and fill in the spaces)

(a) 0.005 ÷ 10 = ____________

(b) 3712.8 ÷ 12 = ____________

(c) 3.107 ÷ 10 = ____________

(d) 27.3 ÷ 13 = ____________

(e) 112.6 ÷ 100 = ____________

(f) 906.84 ÷ 11 = ____________

(g) 0.9666 ÷ 0.18 = ____________

(h) 31.305 ÷ 100 = ____________

(i) 11.712 ÷ 1.5 = ____________

(j) 9.7 ÷ 1000 = ____________

(k) 0.00828 ÷ 0.002 = ____________

(l) 0.0027 ÷ 0.03 = ____________

(m) 0.007 ÷ 100 = ____________

(n) 41.23 ÷ 1000 = ____________

(o) 0.00512 ÷ 0.64 = ____________

(p) 14.641 ÷ 1.1 = ____________

(q) 219.059 ÷ 10 = ____________


5. Divide the following decimals by whole number.

(i) 11.25 by 5

(ii) 25.625 by 25

(iii) 14.4 by 12

(iv) 22.5 by 15

(v) 26.88 by 12

(vi) 1940.4 by 36

(vii) 59.36 by 8

(viii) 13.5 by 15

(ix) 41.4 by 18

(x) 126.24 by 24

(xi) 250.8 by 12

(xii) 64.32 by 16


6. Find the quotient. (Dividing Decimals by Decimals)

(i) 10.164 ÷ 1.2

(ii) 11.78 ÷ 1.9

(iii) 26.625 ÷ 2.5

(iv) 192.48 ÷ 1.6

(v) 880.1 ÷ 1.3

(vi) 25.925 ÷ 0.25

(vii) 32.472 ÷ 8.2

(viii) 6.1758 ÷ 0.18

(ix) 60.8 ÷ 0.19

(x) 60.152 ÷ 1.6

(xi) 224.38 ÷ 0.32

(xii) 25.515 ÷ 1.5


7. Divide by shifting the point. (Dividing Decimals by 10, 100 and 1000)

(i) 89.6 ÷ 10

(ii) 91.2 ÷ 100

(iii) 143.9 ÷ 1000

(iv) 2.4 ÷ 100

(v) 0.289 ÷ 1000

(vi) 9.76 ÷ 10

(vii) 18.97 ÷ 1000

(viii) 31.025 ÷ 10

(ix) 25.8 ÷ 100

(x) 1213.9 ÷ 1000

(xi) 32.38 ÷ 100

(xii) 348.7 ÷ 10


8. Divide the decimals and find the quotient:

(i) 479.6 ÷ 8

(ii) 279.35 ÷ 0.5

(iii) 3605.8 ÷ 14.9

(iv) 48.27 ÷ 1000

(v) 1246.5 ÷ 105

(vi) 30.05 ÷ 0.5

(vii) 2824 ÷ 3.2

(viii) 419.21 ÷ 11

(ix) 14725 ÷ 9.5

(x) 620.4 ÷ 12

Worksheet on Dividing Decimals

Answers for the worksheet on dividing decimals are given below to check the exact answers of the above divisions.


Answers:


1. (a) 7.553

(b) 19.64

(c) 3.74

(d) 1.0005

(e) 0.06

(f) 20.29

(g) 10.045

(h) 3.216

(i) 4.17305

(j) 0.7297

(k) 0.639

(l) 0.6580

(m) 0.0097

(n) 0.0193

(o) 0.3027

(p) 0.00008


2. (a) 0.3

(b) 0.008

(c) 0.252

(d) 0.008

(e) 0.009

(f) 0.32

(g) 0.025

(h) 2.2

(i) 4.075

(j) 0.005

(k) 0.033

(l) 0.0032

(m) 1.864

(n) 15.83

(o) 0.15

(p) 14.8

(q) 1.152

(r) 2.22

(s) 0.118

(t) 3.82


3. (a) 0.086

(b) 9.6

(c) 0.0165

(d) 238.9

(e) 135.6

(f) 0.928

(g) 223.9

(h) 9.424

(i) 64.05


4. (a) 0.0005

(b) 309.4

(c) 0.3107

(d) 2.1

(e) 1.126

(f) 82.44

(g) 5.37

(h) 0.31305

(i) 7.808

(j) 0.0097

(k) 4.14

(l) 0.09

(m) 0.00007

(n) 0.04123

(o) 0.008

(p) 13.31

(q) 21.9059


5. (i) 2.25

(ii) 1.025

(iii) 1.2

(iv) 1.5

(v) 2.24

(vi) 53.9

(vii) 7.42

(viii) 0.9

(ix) 2.3

(x) 5.26

(xi) 20.9

(xii) 4.02


6. (i) 8.47

(ii) 6.2

(iii) 10.65

(iv) 120.3

(v) 677

(vi) 103.7

(vii) 3.96

(viii) 34.31

(ix) 320

(x) 37.595

(xi) 701.1875

(xii) 17.01


7. (i) 8.96

(ii) 0.912

(iii) 0.1439

(iv) 0.024 

(v) 0.000289

(vi) 0.976

(vii) 0.01897

(viii) 3.1025

(ix) 0.258

(x) 1.2139

(xi) 0.3238

(xii) 34.87


8. (i) 59.95

(ii) 558.7

(iii) 242

(iv) 0.04827

(v) 11.87

(vi) 60.1

(vii) 882.5

(viii) 38.11

(ix) 1550

(x) 51.7

You might like these







Math Home work Sheets

7th Grade Math Problems

From Worksheet on Dividing Decimals 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. Volume of a Cuboid | Volume of Cuboid Formula | How to Find the Volume

    Jul 20, 25 12:58 PM

    Volume of Cuboid
    Cuboid is a solid box whose every surface is a rectangle of same area or different areas. A cuboid will have a length, breadth and height. Hence we can conclude that volume is 3 dimensional. To measur…

    Read More

  2. 5th Grade Volume | Units of Volume | Measurement of Volume|Cubic Units

    Jul 20, 25 10:22 AM

    Cubes in Cuboid
    Volume is the amount of space enclosed by an object or shape, how much 3-dimensional space (length, height, and width) it occupies. A flat shape like triangle, square and rectangle occupies surface on…

    Read More

  3. Worksheet on Area of a Square and Rectangle | Area of Squares & Rectan

    Jul 19, 25 05:00 AM

    Area and Perimeter of Square and Rectangle
    We will practice the questions given in the worksheet on area of a square and rectangle. We know the amount of surface that a plane figure covers is called its area. 1. Find the area of the square len…

    Read More

  4. Area of Rectangle Square and Triangle | Formulas| Area of Plane Shapes

    Jul 18, 25 10:38 AM

    Area of a Square of Side 1 cm
    Area of a closed plane figure is the amount of surface enclosed within its boundary. Look at the given figures. The shaded region of each figure denotes its area. The standard unit, generally used for…

    Read More

  5. What is Area in Maths? | Units to find Area | Conversion Table of Area

    Jul 17, 25 01:06 AM

    Concept of Area
    The amount of surface that a plane figure covers is called its area. It’s unit is square centimeters or square meters etc. A rectangle, a square, a triangle and a circle are all examples of closed pla…

    Read More