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Class 10 > Learn Mathematics > How long should a student of class 9 practice math?
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How long should a student of class 9 practice math?

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Learn Mathematics +2 BTech Tuition Class 9

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For an average and a slow learner 2 hours per day is required whereas for a above average just enough to have at glance. It depends on the strengths of the child on the subject.
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Maths Master

2 hours a day is sufficient
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Maths Tutor

It depends on the person's skill,on average daily one hour 30 minutes is efficient
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Trainer Consultant and Coach

Learn Short cut maths or speedmaths.this willl make your math study interesting and exciting.
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Its depends upon understanding of subject some students crack new questions very easily by understanding basic concepts so first brush up your basics .do all types of questions same types of question doing again and again will not add anything .so try to solve all the examples of your book first examples...
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Its depends upon understanding of subject some students crack new questions very easily by understanding basic concepts so first brush up your basics .do all types of questions same types of question doing again and again will not add anything .so try to solve all the examples of your book first examples are set in such way they cover all types. And after that try to solve the questions and refer examples again this is the best way to do maths 

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Two numbers are in the ratio 5:6. If 8 is subtracted from each of the numbers, the ratio becomes 4 : 5. Find the numbers?
Let numbers are 5x and 6x (5x-8)/ (6x-8) = (4/5) => 5(5x-8)= 4(6x-8) => 25x-40 = 24x-32 => 25x-24x= 40-32 => x= 8 Two numbers are 5x 8= 40 and 6x8 = 48
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The sample size is 46 (i) The prime numbers less than 10 are 5 and 7. so the probability is 2/46 or 1/23. (ii) The perfect squares are 9,16,25, 36 and 49-five in all so the probability is 5/46
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Que : Average of 5 consecutive even numbers is 12 . Find the sum of 1st and last numbers. Sol : shortcut... If consecutive numbers average is given, then average is (1st + last)/2 = 12 Therefore sum of 1st and last = 12*2 = 24

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