Newton

Polaris School of Technology

Offers a 4-year B.Tech in Computer Science (AI/ML) awarded through Medhavi Skills University (UGC-recognised). �

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You graduate with a formal degree that makes you eligible for jobs, higher studies, and competitive exams. �

Shiksha

Combines academics with hands-on projects and industry exposure from early semesters. �

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Scaler School of Technology

Runs an intensive practical CS programme focused on coding, systems, and real projects. �

Scaler +1

Does not itself grant a degree. You're expected to pursue a recognised degree (like a B.Sc from BITS Pilani or BS from IIT Madras) in parallel if you want formal academic credentials. �

Scaler

Designed to build strong software engineering skills quickly and prepare for internships and job interviews. �

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Newton School of Technology

Offers a 4-year B.Tech (Computer Science/AI/ML) in collaboration with recognised universities like S-VYASA or Ajeenkya DY Patil. �

Newton School

You receive a formal university-awarded degree (UGC/AICTE approved). �

Newton School

Mixes traditional engineering coursework with updated tech skills and industry projects.

Quick Differences

Degree: Polaris & Newton both lead to a formal B.Tech. Scaler's programme alone does not give a degree; you must pair it with a degree separately. �

Scaler

Focus: Scaler is skills-first, Polaris/Newton mix academics with industry exposure. �

Medhavi Skills University +1

Recognition: Polaris & Newton degrees are UGC recognised; Scaler's full credential depends on the degree you pair with it. �

According to Newton's Law of Universal Gravitation, each object in the universe attracts every other object with a force that depends on the distance between them and their masses. This force is mathematically given by the following formula:

Here, F is the gravitational force, G is the gravitational constant and m? and m? refers to the masses of the objects, and r represents the distance between them.

Newton's Law of Universal Gravitation explains the behaviour of tides due to the Moon's gravity, planetary motion, and even how satellites orbit the Earth. This law is widely used in space research and astrophysics to find out the masses of the celestial bodies and how they interact with each other. It is accurate in most cases but for extreme gravitational fields, instead of Newton's law, Einstein's General Theory of Relativity is more useful.