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What is the best way to prepare for class 10?

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First you need a time management. Prepare a well suitable time table including your shooling time accordingly. Allot certain time form each and every subject. Follow the time table without fail daily. For maths practise as many problems as possible. Other subjects read... read..... read... as many time...
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First you need a time management. Prepare a well suitable time table including your shooling time accordingly. Allot certain time form each and every subject. Follow the time table without fail daily. For maths practise as many problems as possible. Other subjects read... read..... read... as many time as possible and recall every thing whatever you read, so that you you can increase you memory power. read less
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Irrespective of any matter, study every day at least 2 hours without any disturbance ( preferably in the early morning ) with concentration making a plan for 2 subjects per day....... results in scoring best CGPA.
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all the subjects need detailed attention. but in case of math n sience idea of fundamental/previous classes topics also do matter
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Study the basics,practise numerous question banks.
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Maths Tutor for the last 15 years - an IIT Engineer with 22 years' experience in the IT Industry

Solving previous years' test papers is a must. * You must do several of the latest ones (maybe of the last 7 years) as timed tests, exactly as though you are in an exam hall. Make sure you are in a quiet place and won't get disturbed. Score yourself using the Marking Scheme (available on the NCERT website)....
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Solving previous years' test papers is a must. * You must do several of the latest ones (maybe of the last 7 years) as timed tests, exactly as though you are in an exam hall. Make sure you are in a quiet place and won't get disturbed. Score yourself using the Marking Scheme (available on the NCERT website). * You can solve the rest of the previous years' papers as regular work without timing. If any mistake involves a concept that you have not understood or a formula that you have forgotten, make sure you learn it thoroughly before attempting your next timed test. You should then see your score increasing with every test. read less
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If m and n are odd positive integers, then m2 + n2 is even, but not divisible by 4. Justify.
Since m is odd positive integer then we can write m=2a+1 and n=2b+1, such that a,b >0 m2+n2=(2a+1)^2+(2b+1)^2 = 4a^2+1+4a+4b^2+1+4b = 4a^2+4b^2+4a+4b+2 = 2(2a^2+2b^2+2a+2b+1) Above eqn is divisible by 2 but not divisible by 4.
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