~solve_init
# trigonometry, solutions with steps, and lot of other is loading ...
~ help
Integrate
Definite Integration
Area by Integration
Differentiate
Maclaurin's Theorem
Implicit Derivative
Limit
Solve Equation
Calculate Probability
Calculate Distance
Calculate Circle Area
Calculate Slope
Calculate Midpoint
Calculate Triangle Area
Check Collinear
Check Concyclic
Functions Available:
~ integration (indefinite)
~ definite integration
~ area by integration (definite)
~ differentiate
~ maclaurins's theorem
~ implicit differentiation
~ limit
~ equations
~ probability
~ distance (lines)
~ circular area
~ calculate slope
~ midpoint (lines)
~ triangular area
~ checking collinear
~ checking concyclic
~ ... to be added
instructions:
0. Always use "()" parentheses for avoiding syntax errors. There is no "{}" or square brackets, rather use ((...)).
1. Exponentiation: Instead of using the caret (^) symbol for exponentiation, use the double asterisk (**) operator. For example, x^2 should be written as x**2.
2. Multiplication: Explicitly use the asterisk (*) for multiplication. For example, 2x should be written as 2*x.
3. Function Calls: Use parentheses () when calling functions. For example, to evaluate a trigonometric function, write sin(x) instead of sin x.
4. Fractions: For fractions, use the Sympy Rational class or the / operator. For example, 1/3.
5. Square Roots: To represent square roots, use the sqrt() function. For example, the square root of x should be written as sqrt(x). Or (x)**(1/2) could also be used.
6. Constants: Use the appropriate Sympy constants, such as pi, E, and oo (infinity), instead of manually entering their values.
7. Symbols: Define symbols using the Symbol() function before using them in expressions. For example, x = Symbol('x') declares x as a symbol.
8. Solving Equations: While, using Equation solving functions do not write the right hand sides as "ax+b=0" just write "ax+b". For "ax+b=c" write "ax+b-c".
Enter the expression to integrate:
Enter the variable of integration:
Enter the expression to integrate:
Enter the variable of integration:
Enter the lower limit:
Enter the upper limit:
Enter the expression to integrate:
Enter the variable of integration:
Enter the lower limit:
Enter the upper limit:
Enter a function to differentiate:
Enter the variable of differentiation:
Enter the function:
Enter the variable:
Enter the order (degree):
Enter the implicit function:
Enter the variable:
Enter the expression:
Enter the variable:
Enter the value:
Enter an equation to solve:
Enter the variable to solve for:
Enter the probability space:
Enter the event probability:
Enter x-coordinate for point 1:
Enter y-coordinate for point 1:
Enter x-coordinate for point 2:
Enter y-coordinate for point 2:
Enter the radius of the circle:
Enter x-coordinate for point 1:
Enter y-coordinate for point 1:
Enter x-coordinate for point 2:
Enter y-coordinate for point 2:
Enter x-coordinate for point 1:
Enter y-coordinate for point 1:
Enter x-coordinate for point 2:
Enter y-coordinate for point 2:
Enter x-coordinate for vertex 1:
Enter y-coordinate for vertex 1:
Enter x-coordinate for vertex 2:
Enter y-coordinate for vertex 2:
Enter x-coordinate for vertex 3:
Enter y-coordinate for vertex 3:
Enter x-coordinate for point 1:
Enter y-coordinate for point 1:
Enter x-coordinate for point 2:
Enter y-coordinate for point 2:
Enter x-coordinate for point 3:
Enter y-coordinate for point 3:
Enter x-coordinate for point 1:
Enter y-coordinate for point 1:
Enter x-coordinate for point 2:
Enter y-coordinate for point 2:
Enter x-coordinate for point 3:
Enter y-coordinate for point 3:
Result