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    Top 50 Maths Formulas to Master for JEE Main 2027: Quick Revision Guide

    Top 50 Maths Formulas to Master for JEE Main 2027: Quick Revision Guide

    Shivani PooniaUpdated on 10 Sep 2026, 04:39 PM IST

    Maths is an essential part of the JEE Main, and being well aware of all the maths formulas for JEE Main helps students solve questions in an easy and quick manner. Students should know the concept first and then understand the usage of those formulas. Revision of formulas can be of great help for time management and minimising errors while making calculations in JEE Main tests. This list of math formulas for JEE Main 2027 will allow students to revise their concepts on a regular basis and solve many questions. In addition to memorising formulas, students should also solve previous year papers and sample paper of JEE Main.

    This Story also Contains

    1. 50 Important Maths Formulas for JEE Main
    2. How to Utilise Maths Formulas for JEE Main Preparation
    3. Suggestion for Memorising JEE Main Mathematics Formulas
    Top 50 Maths Formulas to Master for JEE Main 2027: Quick Revision Guide
    Top 50 Maths Formulas for JEE Main 2027: Quick Revision

    50 Important Maths Formulas for JEE Main

    The below-given list of JEE Main Maths formulas 2027 comprises all the main topics like algebra, trigonometry, coordinate geometry, calculus, vectors, 3D geometry, probability and statistics, etc. These Maths formulas for JEE Main 2027 will be handy during preparation.

    1. Quadratic Formula:

    x=-bb2-4ac2a

    2. Sum & Product of Roots:

    +=-ba,=ca

    3. Condition for Common Roots:

    (a1b2-a2b1)(b1c2-b2c1)=(c1a2-c2a1)2

    4. AP n-th Term & Sum:

    Tn=a+(n-1)d,Sn=n2[2a+(n-1)d]

    5. GP n-th Term & Sum:

    Tn=arn-1,Sn=a(1-rn)1-r

    6. Infinite GP Sum:

    S=a1-r(|r|<1)

    7. AM-GM-HM Inequality:

    $\frac{a+b}{2} \ge \sqrt{ab} \ge \frac{2ab}{a+b}$

    8. Binomial General Term:

    Tr+1=nran-rbr

    9. Sum of Binomial Coefficients:

    r=0nnr=2n

    10. Logarithmic Base Change:

    ba=cacb

    11. Euler's Form of Complex Number:

    z=r(+i)=rei

    12. De Moivre's Theorem:

    (+i)n=(n)+i(n)

    13. Matrix Inverse:

    A-1=adj(A)|A|

    14. Cramer's Rule:

    $x = \frac{D_x}{D}, \quad y = \frac{D_y}{D}, \quad z = \frac{D_z}{D} \quad (D \neq 0)$

    15. Permutation & Combination:

    nr=P(n,r)r!=n!r!(n-r)!

    16. Bayes' Theorem:

    P(Ai|B)=P(Ai)P(B|Ai)k=1nP(Ak)P(B|Ak)

    17. Sine Addition Formula:

    (AB)=ABAB

    18. Cosine Addition Formula:

    (AB)=ABAB

    19. Double Angle Sine:

    2=2=21+2

    20. Double Angle Cosine:

    2=2-2=22-1=1-22

    21. Sine Rule:

    aA=bB=cC=2R

    22. Cosine Rule:

    A=b2+c2-a22bc

    23. Inverse Tan Addition:

    -1x+-1y=-1x+y1-xy(xy<1)

    24. Inverse Identity:

    -1x+-1x=2

    25. Distance Formula:

    d=(x2-x1)2+(y2-y1)2

    26. Section Formula:

    mx2+nx1m+n,my2+ny1m+n

    27. Perpendicular Distance to Line:

    d=|ax1+by1+c|a2+b2

    28. Angle Between Lines:

    =m1-m21+m1m2

    29. Circle Equation:

    (x-h)2+(y-k)2=r2

    30. Circle Tangent at (x1,y1): xx1+yy1+g(x+x1)+f(y+y1)+c=0

    31. Parabola Tangent Line (y2=4ax):

    y=mx+am

    32. Ellipse Eccentricity:

    e=1-b2a2(a>b)

    33. Hyperbola Eccentricity:

    e=1+b2a2

    34. Standard Trig Limit:

    $\lim_{x \to 0} \frac{\sin x}{x} = 1$

    35. Standard Exponential Limit:

    $\lim_{x \to 0} \frac{e^x - 1}{x} = 1$

    36. Product Rule:

    ddx[uv]=udvdx+vdudx

    37. Quotient Rule:

    ddxuv=vdudx-udvdxv2

    38. Integration by Parts:

    udv=uv-vdu

    39. Standard Integral (1x2+a2):

    dxx2+a2=1a-1xa+C

    40. Standard Integral

    (1a2-x2):dxa2-x2=-1xa+C

    41. King's Property:

    abf(x)dx=abf(a+b-x)dx

    42. Leibniz Rule:

    ddx(x)(x)f(t)dt=f((x))'(x)-f((x))'(x)

    43. Linear Differential Equation:

    y(IF)=Q(IF)dx+CwhereIF=ePdx

    44. Dot Product:

    ab=|a||b|

    45. Cross Product Magnitude:

    |ab|=|a||b|

    46. Scalar Triple Product

    [abc]=a(bc)

    47. Vector Projection:

    projba=ab|b|

    48. Shortest Distance Between Skew Lines:

    d=(a2-a1)(b1b2)|b1b2|

    49. Distance Between Parallel Planes:

    d=|d1-d2|a2+b2+c2

    50. Distance from Point to Plane:

    d=|ax1+by1+cz1+d|a2+b2+c2

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    How to Utilise Maths Formulas for JEE Main Preparation

    Instead of trying to memorise all the important JEE Main Maths formulas in one day, students must revise them chapter-wise and practise questions related to each formula.

    1. Create a JEE Main Maths formula sheet: Note down all essential formulas at one place for revision.

    2. Maths formulas for JEE Main 2027: Know the meaning of the formula.

    3. Practice questions: Practice problems at the JEE Main level after studying each formula.

    4. Revision: Dedicate a few minutes daily for revision of the formulas.

    5. Previous year questions: Solving the JEE Main previous year questions will give an idea regarding the usage of formulas in JEE Main.

    6. Mock tests: JEE Main mock tests help increase speed and knowledge of the formulas.

    Also use JEE Mains 2027: Maths Set of 5 Sample Paper with Solution free PDF

    Suggestion for Memorising JEE Main Mathematics Formulas

    JEE Main Maths formulae will become easier for students to learn by regularly revising and practising them. Rather than memorising all the Maths formulas for the JEE Main exam 2027 in one go, there are some easy ways that will help you to learn them in a quick time.

    1. Review formulas consistently rather than only before exams.

    2. Categorise formulas according to chapters and subjects.

    3. Practice writing down difficult formulas several times for better retention.

    4. Learn to use formulas during practice sessions.

    5. Use another paper containing formulas that you forget often.

    6. Review important formulas before attempting test papers.

    7. Learn to use the formula instead of remembering it only.

    Also Check: JEE Main 2027 Daily Study Plan

    Frequently Asked Questions (FAQs)

    Q: What is the list of the most important formulas for mathematics for JEE Main?
    A:

    Some important JEE Main Mathematics formulas are from topics such as algebra, trigonometry, coordinate geometry, calculus, matrices, vectors, 3-D geometry, and probability & statistics.

    Q: List down the most important formulas in mathematics for JEE Main.
    A:

    Some of the important formulas for JEE Main in Mathematics are those from subjects like Algebra, Trigonometry, Coordinate Geometry, Calculus, Matrices, Vectors, 3-D Geometry, and Probability & Statistics.

    Q: How many math formulas for JEE Main should I memorise?
    A:

    There is no particular number of formulas that students are expected to remember for the JEE Main exam. However, students can learn the important formulas from various chapters and revise them consistently.

    Q: How many times should I revise JEE Main Maths formulas?
    A:

    It is recommended that students revise the JEE Main Maths formulas either daily or at least weekly. This will aid them in remembering the formulas.

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