Subscribe to our YouTube channel for the latest videos, updates, and tips.
Quarter Past and Quarter To
The hands of clock move from left to right. This is called the clock wise motion. When the minute hand is on the right side of the clock, it shows the number of minutes past the hour. When the minute hand is on the left side of the clock, it shows the number of minutes to the next hour.
If we divide a clock into 4 equal parts then each part is one quarter.
When minute hand is at 3, it shows 3 × 5 = 15 minutes, which is one quarter of an hour. The time is said to be quarter past hour. When the minute hand is at 9, it is 9 × 5 = 45 minutes. The time is said to be quarter to the next hour.
15 minutes past 8
or, Quarter past 8
15 minutes past 12
or, Quarter past 8
45 minutes past 1
or, Quarter to 2
45 minutes past 3
or, Quarter to 4
Quarter past:
|
Look at this clock |
Hour hand is ahead of 9. The minute hand is at 3. The time is 9: 15. It is read as 'quarter past nine' |
Quarter to:
In the given figure below, the hour hand is between 2 and 3.
The minute hand is at 3.
The time is
15 minutes past 2
or
two fifteen
or
a quarter past 2.
In the given figure, the hour hand is between 3 and 4.
The minute hand is at 9.
The time is
45 minutes past 3
or
three forty-five
or
a quarter to 4.
We know that 1 hour = 60 minutes
So, quarter of an hour = quarter of 60 minutes = 15 minutes
In 'quarter past', the minute hand completes one-fourth of a round on the clock face. This is equal to 15 minutes.
For example, in the clock below, the minute hand is at 3 and the hour hand is between 3 and 4, but nearer to 3. This means 15 minutes have passed after 3 o'clock.
So, the time is 3:15 or 'quarter past 3'.
In 'quarter to', the minute hand is yet to finish one-fourth of a round on the clock face. It has completed three-fourths of the round. This is equal to 45 minutes.
For example, in the clock below, the minute hand is at 9 and the hour hand is between 3 and 4, but nearer to 4. This means 15 minutes are left to 4 o' clock.
So, the time is 3:45 or 'quarter to 4'.
Worksheet on Quarter Past and Quarter To:
I. Read and write the time shown on the given clocks in two ways.
Answer:
I. (i) 5:45, Quarter to 6
(ii) 6:15, Quarter past 6
(iii) 12:45, Quarter to 1
(iv) 10:45, Quarter to 11
(v) 11:45, Quarter past 11
(vi) 2:45, Quarter to 3
II. Match the clock with their respective time.
 |
1. Quarter Past 6 |
A. 8:45 |
 |
2. Quarter to 12 |
B. 4:45 |
 |
3. Quarter to 5 |
C. 11:45 |
 |
4. Quarter to 9 |
D. 6:15 |
Answer:
II: (i) → 3 → B
(ii) → 1 → D
(iii) → 4 → A
(iv) → 2 → C
You might like these
Time Duration |How to Calculate the Time Duration (in Hours & Minutes)
Time duration tells us how long it takes for an activity to complete. We will learn how to calculate the time duration in minutes and in hours. Time Duration (in minutes) Ron and Clara play badminton every evening. Yesterday, their game started at 5 : 15 p.m.
Telling Time in 5-minute Intervals | Read the Clock |Nearest 5 Minutes
The clock has numbers from 1 to 12 marked on its dial. These numbers divide the clock face into 12 equal parts. Between any two numbers there are 5 small divisions. Each small division represents a minute. So, the minute hand takes 5 minutes more from one number to the next
Months of the Year | List of 12 Months of the Year |Jan, Feb, Mar, Apr
There are 12 months in a year. The months are January, February, march, April, May, June, July, August, September, October, November and December. The year begins with the January month. December is the last month of the year. A year has 365 days.
Measurement of Time | Time | Clock | Hours | Minutes | Seconds
We know that the measurement of time is read by a clock or a watch. Any clock or watch except a digital watch, has a dial. On the circular border of the dial of a watch or clock there are the
Worksheet on Interpreting a Calendar | Questions on Calendar
In worksheet on interpreting a calendar, all grade students can practice the questions on calendar. This exercise sheet on interpreting a calendar can be practiced by the students to get more ideas to find the leap year. 1. How many months are there having (i) 31 days
Conversion of Hours into Minutes | Hours to Minutes Conversion | Time
We will discuss here about the conversion of hours into minutes. We know 1 hour is equal to 60 minutes which is required to convert the measuring time from hours to minutes.
Reading and Interpreting a Calendar | Calendar | Reading 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. There are 7 days in a week. The first day of the week is Sunday.
Use of Antemeridian and Postmeridian |Antemeridian am| Postmeridian pm
We will learn about the use of antemeridian and postmeridian. In English system the day starts at midnight and ends at the next midnight. The day begins just after 12 o’clock at midnight.
Telling the Time | Teaching Time | Analogue Clock| Reading Time
Teaching time is an interactive activity for telling time. This activity helps students to learn how to read the clock to tell time using the analogue clock. While reading or observing the time on a
Worksheet on Measurement | Problems on Measurement | Homework |Answers
In worksheet on measurement we will solve different types of questions on measurement of length, conversion of length, addition and subtraction of length, word problems on addition of length, word problems subtraction of length, measurement of weight
Worksheet on Subtraction of Capacity | Word Problems on Capacity | Ans
Practice the third grade math worksheet on subtraction of capacity. This sheet provides different types of questions where you need to arrange the values of capacity under
Worksheet on Addition of Capacity | Word Problems on Adding capacity
Practice the third grade math worksheet on addition of capacity. This sheet provides different types of questions where you need to arrange the values of capacity under different columns of litres and
Subtraction of Capacity | Units of Capacity and Volume | Examples
In subtraction of capacity we will learn how to find the difference between the units of capacity and volume. While subtracting we need to follow that the units of capacity
Addition of Capacity | Add the Different Units of Capacity | Examples
In addition of capacity we will learn how to add the different units of capacity and volume together. While adding we need to follow that the units of capacity i.e., liter and milliliter
Units of Capacity and Volume Conversion Chart | Metric Conversion
Units of capacity and volume conversion chart are discussed here in metric conversion of capacity and volume and also in customary units of capacity and volume. In math when we use capacity and volume, we normally use liter to represent as the standard unit, and the other
From Quarter Past and Quarter To 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.
Recent Articles
-
Expanded form of Decimal Fractions |How to Write a Decimal in Expanded
May 07, 25 01:48 AM
Decimal numbers can be expressed in expanded form using the place-value chart. In expanded form of decimal fractions we will learn how to read and write the decimal numbers. Note: When a decimal is mi… -
Dividing Decimals Word Problems Worksheet | Answers |Decimals Division
May 07, 25 01:33 AM
In dividing decimals word problems worksheet we will get different types of problems on decimals division word problems, dividing a decimal by a whole number, dividing a decimals and dividing a decima… -
How to Divide Decimals? | Dividing Decimals by Decimals | Examples
May 06, 25 01:23 AM
Dividing Decimals by Decimals I. Dividing a Decimal by a Whole Number: II. Dividing a Decimal by another Decimal: If the dividend and divisor are both decimal numbers, we multiply both the numbers by… -
Multiplying Decimal by a Whole Number | Step-by-step Explanation|Video
May 06, 25 12:01 AM
Multiplying decimal by a whole number is just same like multiply as usual. How to multiply a decimal by a whole number? To multiply a decimal by a whole number follow the below steps -
Word Problems on Decimals | Decimal Word Problems | Decimal Home Work
May 05, 25 01:27 AM
Word problems on decimals are solved here step by step. The product of two numbers is 42.63. If one number is 2.1, find the other. Solution: Product of two numbers = 42.63 One number = 2.1
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.