Mathematics · Numerical Methods

The root of the equation x log10(x) = 1.2, obtained using the Newton-Raphson method by assuming the initial approximation x0 = 2, is approximately:

Verified Solution4 OptionsUpdated: October 2026👁️1 View

12.513
22.0256
32.169
42.741✓

Correct answer

2.741

Download Single Question PDF

Save this question and verified answer as a clean study sheet with live clickable link.

👥

Share with Friends & Study Groups

Challenge your peer aspirants on WhatsApp or Telegram to solve this question!

Online Test Series

Preparing for Mathematics?

Practice full-length mock tests with real exam timers, instant score analysis, and all-India ranking.

Start Free Mock Test →

Chapter Practice

Want more practice questions on Numerical Methods?

Solve complete topic-wise tests with detailed solutions on GkGet.

Practice Numerical Methods MCQs →

Recommended practice questions in Mathematics · Numerical Methods

Browse More Mathematics →

Which Indian independence movement leader was primarily known for his philosophy and practice of non-violent civil disobedience?

Solve Question→

Who gave the call for 'Do or Die' during the Quit India Movement in 1942?

Solve Question→

Which of the following revolutionary pairs were imprisoned together in Cellular Jail and faced harsh conditions, contributing significantly to the Indian independence movement?

The root of the equation x log10(x) = 1.2, obtained using the Newton-Raphson method by assuming the initial approximation x0 = 2, is approximately:

Download Single Question PDF

Share with Friends & Study Groups

Preparing for Mathematics?

Practice by Subject

Practice by Exam

Topic-Wise Solved Questions

The root of the equation x log10(x) = 1.2, obtained using the Newton-Raphson method by assuming the initial approximation x0 = 2, is approximately:

Download Single Question PDF

Share with Friends & Study Groups

Preparing for Mathematics?

Related Practice Questions

Practice by Subject

Practice by Exam

Topic-Wise Solved Questions