#### Try it out

#### Get Solution with a click

#### Not only Math , Wolfram Alpha covers Science and Technology like Physics, Chemistry, Biology, Engineering, and also related to your Society, Culture, Everyday Life and lot more

## Why Wolfram Alpha ?

## Get instant homework help with step-by-step solutions and explanations for Mathematical problems

## Photo input for enhanced learning and problem-solving.

## Benefit from thorough exploration of calculus, algebra, trigonometry, geometry, and complex mathematical concepts.

## Gain extensive insight into scientific, engineering, and various technical disciplines.

## Access to real-time data and information across diverse fields

## Wolfram Alpha isn't just about math; it's a comprehensive resource spanning various disciplines like Physics, Chemistry, Biology, and Engineering, as well as topics related to Society, Culture, and Everyday Life.

## You can upload your data, images and questions for analysis, and receive customized and interactive visuals perfect for presentation, download data, get more computation time and more.

## Homework

Help

Get homework help from WolframAlpha, solve specific problems, explore topic areas, gather sourced information and more. Covering topics from Mathematics to Physics to Chemistry and more.

## Breakthrough AI Technology

Use Wolfram|Alpha's vast store of expert-level knowledge and algorithms to automatically answer questions, do analysis and generate reports.

## Your Personal Teacher 24*7

Provides valuable assistance to students, researchers, professionals and more covering 1,000+ domains, 10+ trillion pieces of data, 50,000+ types of algorithms and equations, and 5,000+ types of visual and tabular output.

## Unlock Wolfram|Alpha Pro

Wolfram|Alpha Pro lets you do more with Wolfram|Alpha. Upload your own data and images for analysis, get customized and interactive visuals for presentations, download data, get more computation time, access optimized web apps and more.

#### Explore the Diverse Areas We Serve

Numerically solve a differential equation using a variety of classical methods.

Solve an ODE using a specified numerical method:

Specify an adaptive method:

Use statistics and hypothesis tests to infer information from a dataset.

Find the sample size needed to estimate a binomial parameter:

Compute a confidence interval for a population mean:

Calculate the forces on structures, such as bridges and buildings, that we use every day.

Compute the deflection of a beam under load:

Compute the mandated ventilation rate:

Look up information regarding mechanical engineering formulas and constants for topics including refrigeration and materials science.

Determine the Poisson ratio value for a deformation:

Analyze a refrigeration cycle:

Explore aspects of nuclear physics, including radiation and nuclear power.

Compute nuclear weapon effects:

Do carbon-dating computations:

Use calculus tools, such as integrals and derivatives, to calculate properties of curves, surfaces, solids and planar regions.

Compute properties of a surface of revolution:

Find inflection points in a specified domain:

## =

Analyze functions and expressions containing imaginary numbers or complex variables.

Compute the residue of a function at a point:

Determine the harmonic conjugate:

Explore data about aircraft, rockets, satellites or space probes.

Compute airflow around a standard airfoil:

Do computations with satellite properties:

Explore the applications of the electromagnetic force for various practical purposes.

Calculate the self-inductance of a coaxial cable:

Compute characteristics of a transformer:

Explore quantum phenomena, such as scattering and quantum states.

Get information about quantum phenomena:

Find equations associated with a quantum system:

Get information about particles and their interactions.

Get particle collision data for specified beam types:

Get data about nuclear fission reactions:

Find discontinuities and continuous intervals of a function. Also determine whether particular discontinuities are removable or infinite due to an asymptote.

Determine continuity at a given point:

Locate discontinuities of a function: