AI Math Formula

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Mathcrave Math Formula
Math Formula Helper
Need to derive or generate a math formula?
 
Math constants, Complex numbers, and more

basic arithmetic ai solver

AI Math formula

The MathCrave AI Math formula generator is a powerful tool that has the capability to generate and derive formulas in both basic and advanced engineering mathematics. It provides users with a clear explanation of each formula and also includes worked examples to demonstrate their application.

entering math topic of interest

Enter relevant partial fractions questions

choose a prompt command

Select from the list of command, the action to be taken

accurate

Hit the button to generate math formula

About MathCrave AI Math Formula

MathCrave AI Math Formula tool holds great significance as it simplifies and expedites the process of formulating mathematical equations in engineering. By automatically generating formulas, it reduces the time and effort required for engineers and students to come up with these often complex mathematical expressions.

  • Moreover, the clear explanations accompanying each formula help users better understand the underlying principles and concepts. This enhances their overall comprehension of engineering mathematics and allows them to apply the formulas effectively in various problem-solving scenarios.

  • The inclusion of worked examples is particularly valuable as it demonstrates the practical implementation of the formulas. Users can see how the equations are used to solve real-world engineering problems, providing them with a concrete understanding of their usefulness and relevance.

  • MathCrave AI Math formula generator caters to both basic and advanced engineering mathematics. This versatility is significant as it supports learners at different levels of proficiency, from novice students to experienced engineers. It serves as a valuable resource for education, self-study, and professional applications, offering a wide range of formulas and their explanations.


Featured Math Formula Calculator

Binomial

  • Binomial coefficient

  • Binomial Formula for Positive Integral n

  • Properties of Binomial Coefficients

  • Multinominal formula

Complex numbers

  • Complex numbers;

  • Arithmetic of complex numbers;

  • Equality of complex numbers;

  • Polar form of complex numbers;

  • Absolute value of a complex number;

  • Multiplication of complex number in polar form;

  • Division of complex numbers in polar form;

  • De Moivre’s Theorem

  • Roots of Complex Numbers;

Quadratic equations

  • Quadratic Equation;

  • Cubic Equation;

  • Quartic Equation;

Geometric and shapes

  • Rectangle of Length b and Width a;

  • Parallelogram of Altitude h and Base b;

  • Triangle of Altitude h and Base b;

  • Trapezoid of Altitude h and Parallel Sides a and b;

  • Regular Polygon of n Sides Each of Length b;

  • Circle of Radius r;

  • Sector of Circle of Radius r;

  • Radius of Circle Inscribed in a Triangle of Sides a, b, c;

  • Radius of Circle Circumscribing a Triangle of Sides a, b, c;

  • Regular Polygon of n Sides Inscribed in Circle of Radius r;

  • Regular Polygon of n Sides Circumscribing a Circle of Radius r;

  • Segment of Circle of Radius r;

  • Ellipse of Semi-major Axis a and Semi-minor Axis b;

  • Segment of a Parabola;

  • Rectangular Parallelepiped of Length a, Height b, Width c;

  • Parallelepiped of Cross-sectional Area A and Height h;

  • Sphere of Radius r;

  • Right Circular Cylinder of Radius r and Height h;

  • Circular Cylinder of Radius r and Slant Height l;

  • Cylinder of Cross-sectional Area A and Slant Height l;

  • Right Circular Cone of Radius r and Height h;

  • Pyramid of Base Area A and Height h;

  • Spherical Cap of Radius r and Height h;

  • Frustum of Right Circular Cone of Radii a, b and Height h;

  • Spherical Triangle of Angles A, B, C on Sphere of Radius r;

  • Torus of Inner Radius a and Outer Radius b;

  • Ellipsoid of Semi-axes a, b, c;

  • Paraboloid of Revolution;

  • Distance d Between Two Points P1(x1, y1) and P2(x2, y2)

  • Slope m of Line Joining Two Points P1(x1, y1) and P2(x2, y2)

  • Equation of Line Joining Two Points P1(x1, y1) and P2(x2, y2)

  • Equation of Line in Terms of x Intercept a ≠ 0 and y Intercept b ≠ 0

  • Normal Form for Equation of Line

  • General Equation of Line

  • Angle ψ Between Two Lines Having Slopes m1 and m2

  • Area of Triangle with Vertices at (x1, y1), (x2, y2), (x3, y3)

  • Transformation of Coordinates Involving Pure Rotation

  • Transformation of Coordinates Involving Translation and Rotation

  • Polar Coordinates (r, θ)

  • Equation of Circle of Radius R, Center at (x, y)

  • Equation of Circle of Radius R Passing Through Origin

  • Ellipse with Center C(x0, y0) and Major Axis Parallel to x Axis

  • Parabola with Axis Parallel to x Axis

  • Hyperbola with Center C(x0, y0) and Major Axis Parallel to x Axis

Special Planes

  • Cycloid

  • Hypocycloid with Four Cusps

  • Cardioid

  • Catenary

  • Three-Leaved Rose

  • Four-Leaved Rose

  • Epicycloid

  • General Hypocycloid

  • Trochoid

  • Tractrix

  • Witch of Agnesi

  • Folium of Descartes

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