Archive for ICSE

RMO 2011 Online Study Material

// September 27th, 2011 // No Comments » // ICSE, IX class, IX class, Maths Olympiad (RMO, IMO, INMO), X class, X class, XI class

Olympiad RMO 2011  online study material is available on website.So Olympiad aspirents can increase their preparation level with the Pioneers RMO 2011 online study material.Here you can see brain warm up sheets,solved exercise ,chapterwise tests and exclusive illustrations.More study material is updated time to time on the web site in latest update section.
For more details click on the following link.

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For any query call us on helpline no.09872201234

GIIS 2011 JUNIOR COLLEGE (For Class 10)

// May 27th, 2011 // No Comments » // SCHOLARSHIPS, X class, X class

Global Indian International Schools are a part of award winning network of international schools with an impressive track record of providing world class education to over 21,000 students in 21 schools across 8 countries, including Singapore, USA, Malaysia, Japan, UAE, Thailand, Vietnam and India.
Curricula offered include the International Baccalaureate, Cambridge IGCSE, CBSE-International and American curricula, along with the Global Montessori Plus programme.

GIIS Singapore is the recipient of the prestigious International APQO award for Education Excellence for 2010 and India’s National Quality Trophy (IMC Ramkrishna Bajaj National Quality Award) for 2010.

For further details kindly contact: http://www.globalindianschool.org/

Rewards

2 year Scholarships will be awarded for Standards 11 & 12, CBSE or IB, for the 2011–2013 session. The scholarship worth S$ 66,000* per student includes all tuition fees and boarding expenses. This scholarship amount also includes an annual allowance of S$2400, settling allowance of S$500, one time return airfare from India to Singapore. Subsidized medical benefits will also be given. No bond is attached to GIIS Scholarship.
For oyher benefits Kindly visit:
http://globalindianschool.org/Default.aspx?tabid=6708

ELIGIBILITY CRITERIA

Minimum 85% or equivalent grade in Std 10 Pre-Board exam, in Stds 8 & 9 final exams, CBSE or IGCSE or ICSE or any State Board (with English as 1st language). Shortlisted candidates will be invited for a written test in April 2011 to be held at Mumbai, Delhi, Bengaluru, Hyderabad, Chennai, Kolkata, Pune, Nagpur, Ahmedabad, Surat and Trichy. Written test will include General Ability, Mathematics and English. Interviews will be held in June 2011. Board Exam mark sheets to be provided on declaration of results.

How to apply:

Download and print the Scholarship Application Form at www.giisscholarships.org and mail along with Mark Sheets of Std 10 Pre-Board exam, Stds 8 & 9 final exams, 2 passport size photographs extra-curricular achievements and a detailed CV/Profile of applicant to Programme Manager (GIIS Scholarships), Global Indian International School, 201 & 226 DLF Tower B, Plot No. 11, District Centre Jasola, New Delhi – 110044. Completed Application Forms to reach latest by 9th March 2011.

For more details

Kindly visit scholarship section of www.pioneermathematics.com

 

why the area of circle is πr^2 ???

// May 7th, 2011 // No Comments » // IX class, IX class, NTSE, X class, X class

You will recall that the formula for the area of a circle is A = πr2.
An interesting method for illustrating this formula is shown in the drawing. First, we divide the circle into several equal parts by drawing diameters (see Figure 1). The circle then is cut apart and re-fitted as shown in Figure 2. Each of these parts is called a sector of the circle. As sector is a part of the interior of a circle formed by two radii and their intercepted arc.

circle in segment form

Figure 2. is about the shape of a parallelogram. Do you see that the base of the “parallelogram” is one-half the circumference, ½C? Do you see that the height is equal to the radius r? The area A of a parallelogram equals the base b times the height  h. Figure 2 will appear much more like a parallelogram if a larger number of congruent sectors is used. For example, think of cutting a circle into one million such sectors. The base in Figure 2 would appear very nearly a straight line segment. If we apply the formula for the area of a parallelogram to Figure 2, we have:
A = b × h;
A =  ½C × r = ½(C) (r), since b = ½ C and h = r;
A = ½ (2 π r) (r) , since C = 2πr;
A = πr2, by multiplication.

For more similar results & Pioneer’s exclusivity, kindly visit www.pioneermathematics.com

Or call on +919872201234.

10th ICSE students: Are you prepared for boards?

// July 13th, 2010 // 4 Comments » // ICSE, X class

Are you ready with your mathematics preparation students, because the board exams are just few months away.

10th ICSE students will now be appearing for their board exams after a few months time. The board papers are pretty tough and even the examination center is different. But the question arises, have you done the right preparation?

If not confident, then Pioneer Mathematics is here with quality study material.
If confident, then test yourself with Pioneer Mathematics true quality tests and model papers.

Pioneer Mathematics will provide you perfect quality study material for boards and even for your competition preparation. Students will get special designed mathematics model papers and sample papers. Special full length mock tests will also be provided in which have been designed keeping in mind our 10 yrs expertise in setting mathematics final papers. It is a guarantee that the final paper of mathematics will contain same questions that were given to them in the mock tests.

Keep in mind that not every time teacher is present to help the student in mathematics problem but Pioneer Mathematics is. When a text book question or reference book question is stuck, Pioneer Mathematics complete RS Aggarwal solutions and ML Aggarwal solutions will act as troubleshooter for the student. Doubt forum will act as virtual teacher anytime and anywhere.

Also vedic mathematics will make you human calculator making your mathematics calculations speedy fast.

Keeping in mind students preparing for boards is important but preparing for Competitions is all the more important. So, Pioneer Mathematics is here with IIT Foundation Course and Mathematics Olympiad Foundation Course for 10th ICSE students.

These course will help them prepare for the competition weather its AIEEE, IIT-JEE, CAT, CLAT etc. Theses courses will act as strong foundation for very tough engineering and Olympiad papers.

Click on the link to below to know 10th ICSE package details:

Pioneer’s 10th ICSE course details.

Good Luck,
Team Pioneer,
Guiding in becoming Mathematics Champion.

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