#Physics Basic Mathematics: Log Functions, Trigonometry and Binomial Expansion, Study notes of Physics

These Physics Mathematics notes cover Logarithmic Functions, Trigonometric Functions, Binomial Expansion, Quadratic Equations, and numerical problem-solving techniques commonly used in physics. The notes include important formulas, mathematical concepts, solved examples, shortcuts, and practice numericals to strengthen calculation skills required for physics. Suitable for Class 11, Class 12, JEE, NEET, and undergraduate students. Organized in a simple and revision-friendly format. Author: Nitika Sharma

Typology: Study notes

2025/2026

Available from 05/31/2026

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CLASS 11 & 12 G JEE MAIN <= 7 NEET COMPETITIVE EXAMS Detailed Theory Explanation Important Concepts & Formulae Short Tricks & Key Points Solved Numerical Problems Practice Questions Exam-Oriented Preparation $0} FEATURES OF THESE NOTES Trigonometric Functions : Logatithmie Funetions 2] Well-Organized & Conceptual Notes Graphs of Straight Line [=P Step-by-Step Explanations Quadratic Equations Hyperbola @ __ kxam-Focused Content Circle Ellipse Gg Useful for School & Entrance Exams Binomial Expansion Concept-Based Learning Approach Exponential Function Graph PREPARED FOR EDUCATIONAL PURPOSES FOR ACADEMIC LEARNING & JEE / NEET PREPARATION NCERT “CY. concert <> STRONG SMART HP SUCCESS BASED NOTES f* CLARITY MI Founpation PREPARATION ASSURED don Q = p 8 ae: An pe Ave = Au + use 4. Tee ul = Ain 4 (Meee + sate oD mt Mi = dew, tot + dite gay. TN auoudvauit = 00PS 5 Ate se ee a 4 foun ex - 3/1) Cind sabe 6 ain \fo Se aeen f 2 en) ipsa ies 35) Es 2 ae ALi 2A). foe 2) 2) at A As a & Hn the Dawid sasiprwealid trey |8o' gait he Renata fi) ain leva) Fee ng a ey ieee 4) —____ twa (90) 466 AO haa, Rane eee ee eieal Pes eRe oe a y —-J3 g Cs cceaahaceccervenetamesapstac Jo Hin sjope wit be Cure - y : __ You ev + (4) 2 g jn Ldo a cre a vat sy : . 0 {si} 7 pera iG a= a ee A ar lope = amen We Pee =) oe nae t ares [Xe $ | ye | oP sthe Hope Alaplocanat—Huna graph HopHesesrl the uolecit. Aieplacomerct ¢ oe 1 S e Ne: x 4 tanD = P 2 Mp & wl ; } | a4 i 4 i } i Be eee ke af acl de xh tye: ae oe on F [wage No. - | Date 1E “th lel ee than the 29-2 f tele. Denes cuibiol coandinate — the. Anh —— a i ie i (a,b) 5 : ' J Ge t Cre et Co teal folio (@ 2M) bed 2 (x +2 + (y-s)®e Ce “ps Oe es Fy S= uy Fis 2% Siew lt 2) pie eR ee i ae as i a) J I es 7.0. ____ as tx) : a +m ~) ead aes? = [- a — (L = r) — EVAR. Sd cuits Ga aa ee seen ere ee a Ph p Paaerrieeeee Fort ex.s 4} 0) Xlol xX1o | = eae a) Moi? : foes)? ote aa | es ewe) = f1o0) 2 (iso. a) 2 s =) ‘tisa) 2 [ils afc. an : Z ' a Pee fies) BE =) im Bo00o S Vx 3 { if 000 ae! ee 72 =) [\o0000 ail A Genoese) CO ie ae \ oe yf za), Tiosose)"* = 001 | e ae D (ancont 20) b-00 oi) Se ae (v0000)” é ie oe ee = aa . ee Dae TOL es tae a » Lovo. %e¢ rs 17s Se A OS io vm ee eta Vs sil dia Ta. ae neon)" ve L4 ae oe Le SE v) ah Sang)! + (uy 415.) /'2 es ae res say oooos) | he ee ee Moe. oss fh