Sridhara was the first Indian mathematician to provide a systematic study of indeterminate equations of the first degree.

The Kuttaka method is a method developed by Sridhara for solving indeterminate equations of the first degree.

The main idea behind the Kuttaka method is to use continued fractions to find a solution to the indeterminate equation.

The general form of an indeterminate equation of the first degree is $ax + by = c$, where $a$, $b$, and $c$ are integers and $x$ and $y$ are the unknowns.

Sridhara's work on indeterminate equations had a significant impact on the development of mathematics. It led to the development of new methods for solving linear equations, provided a foundation for the study of number theory, and influenced the work of later mathematicians such as Bhaskara II.

In addition to his work on indeterminate equations, Sridhara also developed a method for solving quadratic equations.

The Chakravala method is a method developed by Sridhara for solving quadratic equations.

The main idea behind the Chakravala method is to use the method of false position to find a solution to the quadratic equation.

Sridhara's work on quadratic equations had a significant impact on the development of mathematics. It led to the development of new methods for solving quadratic equations, provided a foundation for the study of algebra, and influenced the work of later mathematicians such as Bhaskara II.

In addition to his work on indeterminate equations and quadratic equations, Sridhara also developed a method for solving cubic equations.

The Bhaskara's method is a method developed by Sridhara for solving cubic equations.

The main idea behind the Bhaskara's method is to use the method of exhaustion to find a solution to the cubic equation.

Sridhara's work on cubic equations had a significant impact on the development of mathematics. It led to the development of new methods for solving cubic equations, provided a foundation for the study of algebra, and influenced the work of later mathematicians such as Bhaskara II.

In addition to his work on indeterminate equations, quadratic equations, and cubic equations, Sridhara also developed a method for solving quartic equations.

The Aryabhata's method is a method developed by Sridhara for solving quartic equations.