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किसी भी परीक्षा की तैयारी के लिए सुझाव। Tips for preparation of any examination

आज के इस प्रतियोगी युग में हम जब भी किसी भी परीक्षा की तैयारी में जुटते है तो हम काफी दबाव में होते है क्यूंकि यह हर दिन यह competition बढ़ता ही जाता है । इस चीज से उभरने के लिए हम यह आपके सम्मुख कुछ सुझाव रखने जा रहे है ।उम्मीद करते है आपको इससे फायदा है होगा १) तथ्यों की जानकारी : आजकी शॉर्टकट की दुनिया में हम जल्द से जल्द सब कुछ जानने के चक्कर में ठोस जानकारी को प्राप्त नहीं करते । इस बात का ध्यान रखें कि हर चीज को समय देना ज़रूरी है । तो आपको पहले बेसिक किताबों को पढ़ना होगा फिर आप शार्टकट जाने । २) सतत् प्रयास : जब भी कोई पढ़ना शुरू करता है तब वो जोश से भरा होता है । परन्तु धीरे-धीरे बोरियत का शिकार आसानी से हो जाता है। अपना ध्यान और रुचि को बरकरार रखें , इसके लिए जब भी कभी बोरियत सी लगे एक छोटा सा ब्रेक लें  । हो सके तो थोड़ा सा ध्यान लगाए जिससे मन और आंखो को आराम मिलेगा। ३) सही पुस्तकें : असल में ये चुनाव आपका है के आपको कौनसी बुक का सहारा लेना है पर ध्यान दे के को भी पुस्तक के उसमे विषय को सही तरीके से बताया गया है अन्यथा फिर्से एक नई शुरुआत करनी होगी या गलत जानकारी
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Vedic mathematics Tricks

In this article we are going to discuss about the shortcut tricks in vedic mathematics that can help us a lot in calculate in competitive examinations. इस आर्टिकल में हम वैदिक गणित द्वारा किसी भी प्रश्न का हल कम समय में प्राप्त करने की विधि के बारे में जानकारी लेंगे। 1) How to find square of number ending with  5 Let's learn it with an example we have to find the square of 35 then do what you have to do it you have to multiply the number on the left of digit 5 to itself plus one and to put 25 at the end of the obtained result (35)^2 =3*(3+1)....25at end            = 12..25 = 1225 Now let's try the same method for three digit number the number is 115 115^2 = 11*(11+1)...25at the end = 11*12...25at end =13225 Now you have to try does it works for you ? 2) Multiplying any number by 5 Divide the number by 2 that is half that number if the remainder is zero at  the end of half but if decimal number is in and then ignore the decimal and put fi

Partial fraction Shortcut Methods and Trick (आंशिक भिन्न )

In this article we are going to discuss about solving approach of partial fraction questions. Partial fraction is widely used in integration problems in 12th level mathematics also in various competitive examinations. General method ( p x + q ) / ( x − a ) ( x − b ) . = A / ( x − a ) . + B / ( x − b ) For example: Ques-:           2x + 3                                                               (x+1)(x-3) Solution:                                  2x+3         ------------(1)                         (x+1)(x-3) Seperating the equation                  2x+3      =      A      +     B              -------(2)                (x+1)(x-3)      (x+1)    (x-3)                2x+3=A(x-3)+B(x+1)............(3) *for.     (x+1)=0.   We have     x=-1             On substituting 2+3=A(-1-3)              1=-4A ,    A= -1/4 * Again if (x-3)=0 then x=3 again substituting       2(3)+3=B(3+1)       9=4B, B =9/4 A and B value equation (2)partial fraction is           -1     

Child development & pedagogy questions with answer.

In teaching recruitment pedagogy is compulsory paper that accompanies. So here we are compiling collection of some important mostly asked question previously in kv , nvs and other exams previously. Candidates must practice these question because they are repeated many times in different examination. In the end of article we have also mentioned useful books you can buy in english and हिंदी  medium। Best Books at discounted rate:   बाल विकास एवं शिक्षा शास्त्र Child pedagogy solved questions                                   1.The word pedagogy means. A To guide the child B. To lead the child C. To educate the child D. To understand the child Answer: B 2. Pedagogy is the study of: A. Education B. Guiding Students C. Learning Process D. Teaching Methods Answer: D 3. Which one of the followings indicates child’s physical growth? A. Negative B. Quantitative C. Qualitative D. Positive Answer: B 4. The best method to study grow

General Topology Notes

General Topology Notes Mathematics  Here we are presenting you general Topology Notes in pdf form. Its comparatively hard to find general topology notes because of low online demand or usages. General Topology is widely used in various mathematics field and for educational purpose. Used for b.sc and m.sc in mathematics. Also used in Csir - Net and ugc net other competition exams. Before downloading you can have a check on the content. Contents of file/ lecture Notes 1 Lecture  1.1 History of Topology 1.2 Set Theoretic Preliminaries  1.3 Relations and Functions  1.4 Cardinality and Operations on Sets  2 Lecture 2.1 Logic and Techniques of Proof  2.2 Topology on a Set 2.3 Open and Closed Sets  3 Lecture 3.1 Set Theoretic Preliminary 3.2 Interior and Closure  3.3 Exterior and Boundary  3.4 Examples  4 Lecture 4.1 Interior, Closure, Exterior, and Boundary Points  4.2 Cluster Points and Isolated Points  5 Lecture 5.1 The Isolated Points of a Space  5.2 Introd

TRANSFORMATION OF EQUATION synthetic division method

If we want to find the equation whose roots are less by h then the the roots of the given equation then we will find the required equation by replacing x by x + h For example  if we have a question such that Second term from the equation x^3 -6x^2 +4x -7 =0 3 − 6 x x 3 − 6 x 2 + 4 x − 7 = 0  Can be removed by We can also apply shortcut trick to solve this type of problems by application of synthetic division method we can can easily solve questions Example  The equation whose roots are greater by 4 then the roots of given equation  x 4 − 6 x 3 − 38 x 2 − 3 x + 17 = 0 Bookmark this blog for further update. Comment if any query or question