Like Decimal Fractions

Like Decimal Fractions are discussed here.

We have learnt that the number of digits on the right of the decimal point tells us the number of decimal places in the given number. For example, 3.156 has 3 digits on the right of the decimal point, so it has 3 decimal places.

All decimal numbers having the same number of decimal places are called like decimals. For example, 21.2, 1.5 and 105.6 are like decimals.


Definition of Like Decimal:

Two or more decimal fractions are called like decimals if they have equal number of decimal places. However the number of digits in the integral part does not matter.

0.43, 10.41, 183.42, 1.81, 0.31 are all like fractions because they all have 2 decimal places. But 74.18 and 74.193 are not like decimals as 74.18 has two decimal places and 74.193 have three places of decimal.


Let us consider some of the following examples;

(i) 1.12, 0.45, 15.65 and 110.01 are all like decimal fractions because they all have 2 decimal places.

(ii) 21.1, 710.2, 1.6 and 100.1 are all like decimal fractions because they all have 1 decimal place.

(iii) 1.117, 61.009, 477.015 and 1201.001 are all like decimal fractions because they all have 3 decimal places.

(iv) 33.333, 34.001, 89.435 and 41.009 are all like fractions because they all have 3 decimal places.



1. Convert the following into like decimals:

(a) 0.91; 10.819; 89.637; 142.8

Solution:

0.910; 10.819; 89.637; 142.800


(b) 12.01; 180.3; 1446.105; 180.19

Solution:

12.010; 180.300; 1446.105; 180.190


(c) 15.13; 2196.1; 18.3; 0.1

Solution:

15.13; 2196.10; 18.30; 0.10


(d) 80.12; 41; 92.1; 1896

Solution:

80.12; 41.00; 92.10; 1896.00


(e) 33.3; 34.01; 89.435; 41.02

Solution:

33.300; 34.010; 89.435; 41.020


(f) 43.04; 94.3; 101.432

Solution:

43.040; 94.300; 101.432



(g) 183.183; 341.43; 800.0084

Solution:

183.1830; 341.4300; 800.0084

Like Decimal Fractions


(h) 1.04; 14.4; 144.43; 1444.433

Solution:

1.040; 14.400; 144.430; 1444.433


2. Choose the correct pair of like decimals:

(i) 37, 2.08

(ii) 15.15, 3.07

(iii) 8.235, 128.001

(iv) 6.7, 805.16

(v) 3.90, 184.22


Solution:

Correct pair of like decimals are: (ii) 15.15, 3.07; (iii) 8.235, 128.001 and (v) 3.90, 184.22.

Decimal.

Decimal Place Value Chart.

Expanded form of Decimal Fractions.

Like Decimal Fractions.

Unlike Decimal Fraction.

Equivalent Decimal Fractions.

Changing Unlike to Like Decimal Fractions.

Ordering Decimals

Comparison of Decimal Fractions.

Conversion of a Decimal Fraction into a Fractional Number.

Conversion of Fractions to Decimals Numbers.

Addition of Decimal Fractions.

Problems on Addition of Decimal Fractions

Subtraction of Decimal Fractions.

Problems on Subtraction of Decimal Fractions

Multiplication of a Decimal Numbers.

Multiplication of a Decimal by a Decimal.

Properties of Multiplication of Decimal Numbers.

Problems on Multiplication of Decimal Fractions

Division of a Decimal by a Whole Number.

Division of Decimal Fractions

Division of Decimal Fractions by Multiples.

Division of a Decimal by a Decimal.

Division of a whole number by a Decimal.

Properties of Division of Decimal Numbers

Problems on Division of Decimal Fractions

Conversion of fraction to Decimal Fraction.

Simplification in Decimals.

Word Problems on Decimal.








5th Grade Numbers Page

5th Grade Math Problems

From Like Decimal Fractions 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. 5th Grade Circle Worksheet | Free Worksheet with Answer |Practice Math

    Jul 11, 25 02:14 PM

    Radii of the circRadii, Chords, Diameters, Semi-circles
    In 5th Grade Circle Worksheet you will get different types of questions on parts of a circle, relation between radius and diameter, interior of a circle, exterior of a circle and construction of circl…

    Read More

  2. Construction of a Circle | Working Rules | Step-by-step Explanation |

    Jul 09, 25 01:29 AM

    Parts of a Circle
    Construction of a Circle when the length of its Radius is given. Working Rules | Step I: Open the compass such that its pointer be put on initial point (i.e. O) of ruler / scale and the pencil-end be…

    Read More

  3. Combination of Addition and Subtraction | Mixed Addition & Subtraction

    Jul 08, 25 02:32 PM

    Add and Sub
    We will discuss here about the combination of addition and subtraction. The rules which can be used to solve the sums involving addition (+) and subtraction (-) together are: I: First add

    Read More

  4. Addition & Subtraction Together |Combination of addition & subtraction

    Jul 08, 25 02:23 PM

    Addition and Subtraction Together Problem
    We will solve the different types of problems involving addition and subtraction together. To show the problem involving both addition and subtraction, we first group all the numbers with ‘+’ and…

    Read More

  5. 5th Grade Circle | Radius, Interior and Exterior of a Circle|Worksheet

    Jul 08, 25 09:55 AM

    Semi-circular Region
    A circle is the set of all those point in a plane whose distance from a fixed point remains constant. The fixed point is called the centre of the circle and the constant distance is known

    Read More