The Sulba Sutras are a collection of ancient Indian texts that contain geometrical and mathematical knowledge, including the Pythagorean theorem and methods for constructing altars and other structures.

In Indian mathematics, 'shulbas' refer to geometric shapes, particularly right-angled triangles, which were used in the construction of altars and other structures. These shapes were also used in the design and construction of transportation systems, such as roads and canals.

Brahmagupta, an Indian mathematician and astronomer, developed the 'chakravala' method, which is an iterative algorithm for solving Diophantine equations. This method was later used in transportation to solve problems related to route optimization and scheduling.

The concept of 'yugas' in Indian mathematics refers to large cycles of time. These cycles were used to measure long periods of time, such as the duration of a journey or the time required to complete a transportation project.

Aryabhata, an Indian mathematician and astronomer, developed the 'kuttaka' method, which is an algorithm for solving linear Diophantine equations. This method was used in transportation to solve problems related to route planning and scheduling.

In Indian mathematics, 'graha' refers to celestial bodies, such as planets and stars. These bodies were used in astronomical calculations to determine the time of day, the position of the sun and stars, and the direction of travel, which were important factors in transportation.

The Surya Siddhanta is an ancient Indian astronomical text that contains significant contributions to the field of astronomy and mathematics. It includes the concept of 'graha' and its application to transportation, such as determining the direction of travel and the time of day.

In Indian mathematics, 'mandala' refers to a geometric diagram that represents the universe or a specific region. These diagrams were used in cartography to create maps and charts for transportation purposes, such as planning routes and determining distances.

The Brihat Samhita is an ancient Indian text that contains significant contributions to the field of cartography and mathematics. It includes the concept of 'mandala' and its application to transportation, such as creating maps and charts for planning routes and determining distances.

In Indian mathematics, 'jya' refers to the sine function. This function was used in trigonometry to calculate the angles and distances involved in transportation, such as determining the direction of travel and the distance between two points.

The Siddhantas are a collection of ancient Indian astronomical and mathematical texts that contain significant contributions to the field of trigonometry. They include the concept of 'jya' and its application to transportation, such as calculating the angles and distances involved in travel.

In Indian mathematics, 'karna' refers to the cosine function. This function was used in trigonometry to calculate the angles and distances involved in transportation, such as determining the direction of travel and the distance between two points.

The Siddhantas are a collection of ancient Indian astronomical and mathematical texts that contain significant contributions to the field of trigonometry. They include the concept of 'karna' and its application to transportation, such as calculating the angles and distances involved in travel.

In Indian mathematics, 'versine' refers to the versed sine function. This function was used in trigonometry to calculate the angles and distances involved in transportation, such as determining the direction of travel and the distance between two points.

The Siddhantas are a collection of ancient Indian astronomical and mathematical texts that contain significant contributions to the field of trigonometry. They include the concept of 'versine' and its application to transportation, such as calculating the angles and distances involved in travel.