Question Practice

How did Archimedes contribute to integral calculus?

Attempt the question, check the explanation, and continue with similar questions to build confidence before exams.

MCQ_SA

Single Answer MCQ

Q-00078149

By developing differential equations

By utilizing the method of exhaustion

By defining limits

By creating integral symbols

Video Explanation

Watch Video Solution

Keep Practising

Students who asked this also explored

Continue with nearby questions to strengthen the same chapter concept while you still have the context fresh in mind.

Q1.

What is the fundamental role of integrals in geometry?

Q2.

For the function y = f(x) over the interval [a, b], how is the area under the curve generally represented?

Q3.

If a curve lies entirely below the x-axis between a and b, how is its area treated mathematically?

Q4.

What geometric figures can integral calculus help find the area of?