Reading and Interpreting a Calendar

In reading and interpreting a calendar we need to know days in a week, days in a month and months in a year.

Time is not only measured by days, hours and minutes, but also by months, weeks and years. A calendar of a year shows 12 months. February has 28 days normally. In a leap year it has 29 days. 

A month has few weeks. A week has 7 days. They are – Monday, Tuesday, Wednesday, Thursday, Friday, Saturday and Sunday.

There are 7 days in a week. The first day of the week is Sunday. 

The seven days of a week are:

(i) Sunday

(ii) Monday

(iii) Tuesday

(iv) Wednesday

(v) Thursday

(vi) Friday

(vii) Saturday


We also know that there are 12 months in a year. The first month of the year is January. 


The 12 months of the year are:

(i) January

(ii) February

(iii) March

(iv) April

(v) May

(vi) June

(vii) July

(viii) August

(ix) September

(x) October

(xi) November

(xii) December


All the months have different numbers of days.

These are the number of days each month has:

(i) January = 31 days

(ii) February = 28/29 days

(iii) March = 31 days

(iv) April = 30 days

(v) May = 31 days

(vi) June = 30 days

(vii) July = 31 days

(viii) August = 31 days

(ix) September = 30 days

(x) October = 31 days

(xi) November = 30 days

(xii) December = 31 days

Number of Days in Each Month

Thus 7 months have 31 days each; 4 months have 30 days each, only the month of February has 28 days ordinarily. But in a leap year, the month of February has 29 days.

In an ordinary year, the numbers of days are

(7 x 31) + (4 x 30) + (1 x 28)

= 217 + 120 + 28

= 365 days.

But a leap year (in which February is of 29 days) has 217 + 120 + 29 = 366 days.

To remember the number of days in different months, we may remember the following rhyme:

“Thirty days have September, April, June and November.

February alone has twenty eight, all the rest have thirty one.

But leap year coming once in four, February has one day more."

A year which is divisible by 4 is a leap year. As, 1988, 1992, 1996, 2000, 2004 all are divisible by 4, so these are leap years.

A leap year has 366 days and the month of February is of 29 days in such a year.

The calendar of a year shows all the above mentioned facts. We may gather different information with the help of a calendar.

Here is a Calendar for 2011.


We can count the number of days between the given two dates. We include the starting day and the last day in our calculation.

For Example:

1. How many days are there from 5th March to 12th April?

Solution:

Let us count the number of days from the given date.

Number of days in March = 31 – 4

                                     = 27 days

Number of days in April = 12

Total number of days = 27 + 12

                                = 39 days


2. Shelly went on vacation from 15th April for 20 days. On what date will she return to work?

Solution:

Number of days remaining in April = 30 – 14

                                                  = 16 days

Number of holidays left = 20 – 16 = 4 days

4 days after 30th April is 4th May

She will return to work on 5th May.


Questions and answers on Interpreting a Calendar:

I. Fill in the blanks:

(i) Number of months in a year ……………….

(ii) Number of minutes in a week ……………….

(iii) Number of weeks in a year ……………….

(iv) Number of weeks and days in 45 days ……………….

(v) Number of hours in a week ……………….

(vi) Number of weeks and days in 70 days ……………….


Answers:

I. (i) 12

(ii) 10080 minutes

(iii) 52

(iv) 6 weeks 3 days

(v) 168

(vi) 10 weeks


II. Answer the following:

1. What is the date, twelve days after twentieth of September?

2. If 7 August, 2018 was a Tuesday, what was the day on 30 July, 2018?

3. Harry’s summer vacations are starting from 2nd June. The school will open after 4 weeks 5 days. On which date is his school reopening?

4. How many months have 30 days? Name them.

5. Ron was on leave from 17 August to 4 September. Find the number of days Ron was on leave.

6. How many days are there from 25 March to 14 May?

7. How many days are there from 28 December to 3 February?


Answers:

II. 1. 2nd October

2. Monday

3. 4th July

4. 4, April, June, September and November

5. 19 days

6. 51

7. 38


III. Observe the month of August and answer the following question

August Calendar

(i) How many days are there in this month?

(ii) How many Wednesdays are there in this month? Mention the dates.

(iii) Which day is on 28th of this month?

(iv) 3rd Monday is on which date?

(v) Write the date of 1st of this month?

Related Concepts

Units for Measuring Length

Measuring Instruments

To Measure the Length of a Line-segment

Perimeter of a Figure

Unit of Mass or Weight

Examples on Unit of Mass or Weight

Units for The Measurement of Capacity

Examples on Measurement of Capacity

Measurement of Time

Read a Watch or a Clock

Antemeridian (a.m.) or Postmeridian (p.m.)

What Time it is?

Time in Hours and Minutes

24 Hour Clock

Units of Time

Examples Units of Time

Time Duration

Calendar

Reading and Interpreting a Calendar

Calendar Guides us to Know






4th Grade Math Activities

From Reading and Interpreting a Calendar to HOME PAGE


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.



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.



Share this page: What’s this?

Recent Articles

  1. Fraction in Lowest Terms |Reducing Fractions|Fraction in Simplest Form

    Feb 28, 24 04:07 PM

    Fraction 8/16
    There are two methods to reduce a given fraction to its simplest form, viz., H.C.F. Method and Prime Factorization Method. If numerator and denominator of a fraction have no common factor other than 1…

    Read More

  2. Equivalent Fractions | Fractions |Reduced to the Lowest Term |Examples

    Feb 28, 24 01:43 PM

    Equivalent Fractions
    The fractions having the same value are called equivalent fractions. Their numerator and denominator can be different but, they represent the same part of a whole. We can see the shade portion with re…

    Read More

  3. Fraction as a Part of Collection | Pictures of Fraction | Fractional

    Feb 27, 24 02:43 PM

    Pictures of Fraction
    How to find fraction as a part of collection? Let there be 14 rectangles forming a box or rectangle. Thus, it can be said that there is a collection of 14 rectangles, 2 rectangles in each row. If it i…

    Read More

  4. Fraction of a Whole Numbers | Fractional Number |Examples with Picture

    Feb 24, 24 04:11 PM

    A Collection of Apples
    Fraction of a whole numbers are explained here with 4 following examples. There are three shapes: (a) circle-shape (b) rectangle-shape and (c) square-shape. Each one is divided into 4 equal parts. One…

    Read More

  5. Identification of the Parts of a Fraction | Fractional Numbers | Parts

    Feb 24, 24 04:10 PM

    Fractional Parts
    We will discuss here about the identification of the parts of a fraction. We know fraction means part of something. Fraction tells us, into how many parts a whole has been

    Read More