Lucent Book In Hindi
Hello friends, Today we are sharing a very important and easy PDF of Lucent Book In Hindi We have also included some of the most important questions related to Lucent Book In Hindi in the PDF for your better preparation for all the government exams(U.P.P, UPSI,UPTGT, PGT,UPTET/CTET, HTET, RTET, UDA/LDA, RO/ARO, BEd, LLB, RRB, सचिवालय, अस्सिस्टेंट ग्रेड, ग्राम पंचयत अधिकारी, स्टेनोग्राफर, लेखा परीक्षक, हिनीद अनुवादक परीक्षा, डिप्टी जेलर, बैंक परीक्षा ,एल आई सी, लेखपाल इत्यादि ). If you are preparing for your exams in the last few days then this GK Questions is very important for you.
There are around 20-25 questions in each Government Exams related to GK Questions in Hindi and you can solve 18-20 questions out of them very easily by reading these Notes of Lucent Book In Hindi. The complete PDF of Lucent Book In Hindi is attached below for your reference, which you can download by clicking at the Download Button.
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|General Science||• Physics, Chemistry, Life Science• 10th Level CBSE|
|General Awareness & Current Affairs||Science and Technology, Sports, Personalities, Economics, Politics, Culture of India.|
|Mathematics||Number system, BODMAS, Decimals, Fractions, LCM, HCF, Ratio and Proportion, Percentage, Mensuration, Time and Work, Time & Distance, Simple interest, Compound Interest, Profit and loss, Algebra, Geometry, Trigonometry, Elementary Statics, Square Root, Age calculation, Calender and clock, Pipes & Cisterns.|
|General intelligence & Reasoning
|Analogies, Alphabetical & Number Series, coding decoding, methametical operations, Relationship, syllogism, Jumbling, Venn Diagram, Data interpretation & Sufficiany, Conclusion & Dicision making, similarities & Difference, Analytical Reasoning, Classification, Directions, Statement Argument & Assumption etc.
Important Formula of Mathematics
(i) aᵐ ∙ aⁿ = aᵐ + ⁿ
(ii) aᵐ/aⁿ = aᵐ – ⁿ
(iii) (aᵐ)ⁿ = aᵐⁿ
(iv) a = 1 (a ≠ 0).
(v) a-ⁿ = 1/aⁿ
(vi) ⁿ√aᵐ = aᵐ/ⁿ
(vii) (ab)ᵐ = aᵐ ∙ bⁿ.
(viii) (a/b)ᵐ = aᵐ/bⁿ
(ix) If aᵐ = bᵐ (m ≠ 0), then a = b
(x) If aᵐ = aⁿ then m = n.
(i) loge (1 + x) = x – x2/2 + x3/3 – ……………… ∞ (-1 < x ≤ 1).
(ii) loge (1 – x) = – x – x2/ 2 – x3/3 – ………….. ∞ (- 1 ≤ x < 1).
(iii) ½ loge [(1 + x)/(1 – x)] = x + x3/3 + x5/5 + ……………… ∞ (-1 < x < 1).
(iv) loge 2 = 1 – 1/2 + 1/3 – 1/4 + ………………… ∞.
(v) log10 m = µ loge m where µ = 1/loge 10 = 0.4342945 and m is a positive number.
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