Bhaskara II's treatise on mathematics is called Lilavati, which is a comprehensive work covering various mathematical topics.

Trigonometry is not covered in the Lilavati. It primarily focuses on arithmetic, algebra, and geometry.

Bhaskara II developed a formula for solving quadratic equations, which is known as Bhaskara's Formula.

Bhaskara II's formula for solving quadratic equations is given by $$x = (-b ± √(b^2 - 4ac)) / 2a$$. This formula is still used today to solve quadratic equations.

An indeterminate equation is an equation that has multiple solutions. Bhaskara II studied indeterminate equations and developed methods for solving them.

Bhaskara II's work on indeterminate equations had a profound impact on the development of algebra, Diophantine analysis, and its applications in astronomy and astrology.

Bhaskara II did not make significant contributions to calculus, as it was not yet developed during his time.

Bhaskara II's work is still relevant today because his methods for solving quadratic equations are still used, his work on indeterminate equations laid the foundation for modern algebra, and his contributions to geometry helped develop Euclidean geometry.

Bhaskara II was born in the year 1114.

Bhaskara II died in the year 1185.

Bhaskara II was born in the city of Bijapur.

Bhaskara II was a court astronomer and mathematician in the court of King Jayasimha Siddharaja.

Bhaskara II's work, the Lilavati, was written in Sanskrit.

The Lilavati is divided into 13 chapters.

The Lilavati covers a wide range of mathematical topics, including arithmetic, algebra, geometry, and astronomy.