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Question 11 - Sevenoaks School Year 7 Entrance Exam 2023

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Question 10 - Bancrofts School 11 Plus Maths Sample Entrance Paper 2023

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Oundle School - 9 Plus Maths Practice Paper 2014 Question 17

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Question 17 Haberdashers Monmouth Girls School HABS Entrance Examination 2015

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Time and Date for the 11 Plus Exams

1. Time

Every person’s life revolves around time. You wake up at a particular time every morning. 

The day can be split into two halves. The day has 24 hours in it. 

Midnight to midday: first 12 hours of the day: Called AM

Next 12 hours from noon back to midnight are called PM.

Time can be shown in two formats: 24-hour and 12-hour. Let us learn about these formats in the coming sections.

1.1 What  is 24-hour clock?

It is more often shown on digital clock with the numbers 1-24. The time represented by 24-hour clock is in four digits, with the first two digits denoting the hours while the last two digits denoting the minutes. 

AM or PM is not used in the 24-hour time format.

For example:

Six AM in the 24-hour clock will be 06:00.

Three-thirty PM in the 24-hour clock will be 15:30 (15 hours = 12 hours + 3 hours).

1.2 What is 12-hour clock?

It is more often shown on analogue clock with the numbers 1-12. The  time represented by 12-hour clock is followed by AM or PM.

Examples: 3 am, 4 pm, 5:30 pm

2. Time Conversions

Time can be measured in seconds, minutes, hours, days, weeks, months  and years.

Conversion time guide:

01 Time

Normal year have 365 days while leap year have 366 days. Leap year happens every four years.

Let us now workout some examples on time conversions:

2.1 Time Conversion: Solved Examples

Convert:

a) 17 minutes 45 seconds to seconds.

Solution;

First step is to convert 17 minutes to seconds.

1 minute has 60 seconds.

17 minutes = 17×60 = 1020 seconds

So 17 minutes 45 seconds = 1020 seconds + 45 seconds

                                            = 1065 seconds

b) 4 weeks 3 days 12 hours to hours

Solution:

First  step is to convert 4 weeks to days and to hours.

One week has 7 days, so 4 weeks has 

4=28 days

One  day has 24 hours, so 28 days has

24×28 = 672 hours

Second step is to convert 3 days to hours

One  day has 24 hours, so 3 days has

24×3 = 72 hours

Now 4 weeks 3 days 12 hours = 672 hours + 72 hours + 12 hours

                                                 = 756 hours

2.2 Time Loss and Gain

When the clock is running fast, time is gained and when is  running slow, the  time is lost.

Let us understand the terms time loss and gain using a simple example.

If a clock shows 7.20 when the correct time is 7.30, the clock is late by 10 minutes and it losses time.

If a clock shows 7.20 when the correct time is 7.10, the clock is fast by 10 minutes and it gains time.

Let us now learn how to workout the correct time given the time gain or loss with the example below.

Example: A clock gains 15 minutes in one hour and was set right at 11 AM. What  time will this clock show at 3 PM on the same day?

Solution:

The clock gains 15 minutes in an hour.

Number of hours passed from 11 AM to 3 PM = 4

Time gained by the clock in 4 hours = 15 = 60 minutes

So after 4 hours i.e. at 3 PM, the clock will be 60 minutes or one hour ahead.

At 3 PM the clock will show 4PM.

3. Date Problems

Things to remember while solving date problems:

  • Number of days in ordinary year = 365
  • Number of days in leap year = 366
  • Number of days in one month = 30 or 31
  • Number of days in one week = 7

Let us now use this information and try to solve an example of date problem.

Example: If the 8th of June was Friday, what day was on 19th of September of the same year?

Solution:

One week has 7 days.

After every week the days will repeat.

The number of days from 8th June to 19th December = 103 days

And, 103⁄7=14R5

We have 14 full weeks and 5 days extra. 

The 5th day after Friday is Wednesday. 

19th September is a Wednesday. 

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  • Frequently Asked Questions
    What is a good score in 11+ Maths ?

    What counts as a "good" score will vary depending on the school you want to attend. The standardized 11 Plus test score average across the country is roughly 100. The highest average in some areas is 111. The lowest scores would often fall between 60 and 70, while the highest scores would normally fall between 130 and 140. To achieve excellent marks on 11+ Maths Exams, practice 11+ Maths topic-wise questions.

    How to prepare for the 11+ Maths exam?

    The best way to prepare for the 11+ Maths Exam is by practicing 11+ Maths topic-wise questions regularly.

    Can I cancel my subscription?

    Maths online subscriptions are “Non-Refundable“. No refunds can be issued for any reason. This is because of the nature of digital products.

    You should, therefore, make sure that the Maths online subscriptions fulfil your needs before you subscribe.

    As these are digital products, we advise parents to go through our Free Past Papers provided on our website and once decided they can buy subscriptions.

    Maths:
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    What kind of questions are asked in the 11 Plus Maths exam?

    The majority of the 11 Plus Maths questions are mathematical problem-solving, where pupils need to understand and apply mathematical concepts. With regular practice of 11+ Maths Topic-wise questions, you will pass the 11-plus Maths Exam with a high score.

    What do you need to know for the 11 Plus Maths exam?

    The children must master the following topics for the 11 plus exams

    • Number and place value.
    • Addition, subtraction, multiplication, and division.
    • Fractions, percentages, decimals.
    • Ratio and proportion.
    • Algebra.
    • Measurement.
    • Geometry (properties and position of shapes, coordinates)
    • Statistics.

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